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Exploring the Deep Mysteries of Physics | World Science Festival

Brian Greene sits down with Sean Carroll for one hour and forty eight minutes on the foundations of physics, with no audience and no agenda beyond seeing where it goes. They open on the question that organizes everything after it: the universe has reliable patterns, so what is making them, and both land on the answer that at some point it just is. From there they work through whether mathematics is invented or discovered, Godel and the integers, Borges and the alphabet as a compressed Library of Babel, why a deistic God explains nothing, free will as a level of description rather than an intervention, and whether large language models are conscious. The technical middle third is Greene asking Carroll to convince him of Many-Worlds and Carroll taking the shot, followed by his case that a quantum state in Hilbert space may be an exact and complete description of reality with space, time and gravity all emergent from it. It closes on complexity science, why every mammal gets about one and a half billion heartbeats, and a Johns Hopkins postdoc who submitted a one page prompt at the start of a talk and had a finished LIGO paper an hour later.

Published Jul 24, 2026 1:48:15 video 96 min read Added Jul 25, 2026 Open on YouTube →

At a glance

Brian Greene, professor of physics and mathematics at Columbia and co founder of the World Science Festival, sits down with Sean Carroll, Homewood Professor of Natural Philosophy at Johns Hopkins, host of the Mindscape podcast, and part time faculty at the Santa Fe Institute. There is no audience and no agenda beyond one instruction Greene gives at the top: mix it up and see where the conversation goes. It runs one hour and forty eight minutes, and it moves from the philosophy of mathematics to the existence of God to free will to Many-Worlds to the metabolic rate of elephants without ever once dropping to small talk.

The spine of it is a single question asked in the first ten seconds and never fully let go: the universe has replicable, repeatable, reliable patterns in it, so what is making them? Greene admits he flipped positions over his career. In his twenties and thirties Einstein's equations and the Schrödinger equation were out there governing reality and the math simply was the world. Now he sees mathematics as a construct of a pattern seeking animal, a very good language for encapsulating regularities and nothing more. Carroll is further down that road than Greene and says so cheerfully: what exists is the world, laws of physics are descriptions rather than governing essences, and if you push far enough the honest answer to "but why" is "it just is."

From there the two of them work through Gödel and the integers, Borges and the alphabet as a compressed Library of Babel, whether metaphor was the phase transition that made abstract thought possible, why a deistic God explains nothing, Carroll's Catholic school education alongside the future Pope, Stephen Jay Gould's non overlapping magisteria and why Carroll rejects it, free will as a level of description rather than an intervention, whether large language models are conscious (both say no, both leave the door open), and then a long and technical middle third on the foundations of quantum mechanics where Greene asks Carroll to convince him and Carroll takes the shot.

The last half hour turns practical. Carroll defends the claim that a quantum state in Hilbert space may be an exact and complete description of physical reality, works through the Born rule problem in Many-Worlds using self locating uncertainty, explains why complexity science is still pre paradigmatic and what Geoffrey West's scaling laws actually explained about every mammal alive, and closes on a Johns Hopkins postdoc who submitted a one page prompt at the start of a lunchtime talk and had a finished LIGO paper an hour later. Greene asks if human physicists become obsolete. Carroll says you have at least three or four problems left. Greene says that is even just in his lifetime.

Chapters

00:00 Why Are There Patterns in the Universe at All? 01:26 Is Mathematics Invented or Discovered? 05:07 Why the Philosophy of Math Actually Matters to Working Physicists 08:10 Are the Laws of Physics Real, or Just Human Descriptions? 11:38 Can You Ever Demand a Further Explanation? 13:50 Are We Close to the Limits of Human Understanding 18:05 Did the Invention of Metaphor Change Everything? 23:02 Why Is There Something Rather Than Nothing? 24:45 Does God Solve Any of These Problems? 31:55 Can Religion and Physics Coexist Without Contradiction? 39:26 Free Will, Particles, and the Levels of Explanation 44:33 The Philosophical Zombie and Why It Might Be Incoherent 46:13 Is Consciousness Just What Happens at Sufficient Complexity? 47:50 Are Large Language Models Conscious? 54:40 Quantum Mechanics and the Foundations Debate That Never Ended 56:00 Why "Interpretations" of Quantum Mechanics Is the Wrong Word 1:00:04 Why Many Worlds Is the Simplest Version of Quantum Mechanics 1:09:50 Does Many Worlds Make Scientists Just Librarians of Reality? 1:13:14 Probability, the Born Rule, and the Many-Worlds Problem 1:20:19 Could the Universe Just Be a Wave Function in Hilbert Space? 1:24:14 Self-Locating Uncertainty and the Problem of Probability 1:29:28 Entropy, Complexity, and the Science Without a Paradigm Yet 1:39:56 Will AI Transform Physics Research? 1:43:31 What LLMs Can and Cannot Do in Scientific Discovery 1:46:05 Will Human Physicists Become Obsolete?

The cold open: patterns, and the three things that could be making them

The video opens on the exchange that will organize everything after it. Greene asks how Carroll makes peace with the fact that there are such replicable, repeatable, reliable patterns out there. Carroll answers with the intuition first, and then takes it away. You have this feeling from ordinary life that if something reliably happens again and again in the same way, there is a reason why. It is not an accident. Carry that attitude into physics and the universe obviously has patterns in it, so there has to be a reason why. If you are not going to say it is God doing it, then maybe you are saying it is the laws of physics doing it.

Then the third option, which is the one Carroll actually holds. It just is. And the rule he attaches to it, delivered at 0:41 and worth reading twice, is the operating principle for the entire conversation: you have to simultaneously allow yourself to always ask whether there is a better explanation, a deeper level, a reason why, and be prepared for the answer to be no, there is not.

WHY ARE THERE PATTERNS AT ALL? the universe has patterns: replicable, repeatable, reliable GOD DOES IT a necessary being generates the patterns then: why God? THE LAWS DO IT anti-Humeanism laws govern the world and bring it into being IT JUST IS Humeanism there is only stuff, and we invent descriptions CARROLL: the third one, without hesitation GREENE: argues the third, but "I do imagine there is some uber law"
Figure 1. The fork the whole conversation hangs on. Carroll's position is that the laws of physics exist as descriptions, not as governing essences, and that at some point the honest answer to "why" is that it just is. Greene concedes the argument and then admits at 10:10 that in the back of his mind he still pictures some uber law that is part of rock bottom reality, and that he cannot get a sense of coherence without it. Carroll's reply: "You're literally a string theorist. You have to think that we could do it."

Is mathematics invented or discovered? (1:26)

Greene sets it up as a confession. When he was a kid, by which he means when he was twenty or thirty, his view was that Einstein's equations were out there governing the universe, the Schrödinger equation was out there, and the math simply was reality. He drew no distinction between the two. Over the years he flipped completely. He now sees mathematics as a construct of the human mind. We are pattern seeking creatures, math is a very good language for encapsulating those patterns, and so we come up with the language and the symbols to articulate pattern. That is what mathematics is, and that is all the laws of physics are: a human attempt to encapsulate the patterns we see out there, nothing more.

Carroll immediately subdivides the question, because there are two separate issues tangled together. One is mathematical realism, Platonism versus something else, sometimes nominalism. We have lots of isms for all of these things. His read is that many working mathematicians are on the side of Greene's youthful self, believing mathematical objects are real, out there, and being discovered. Greene notes that they get mad at him when he says otherwise. Carroll's diagnosis: "You've been tainted by your association with physicists."

But Carroll is open to mathematical realism and simply does not see how it would matter. As physicists, at the end of the day, the question is what difference it would make if it were not true. He calls this a generalization of Karl Popper saying you should be falsifiable. He is not so strict about falsifiability, but he does want to know whether it matters. Greene presses: wouldn't it matter to your heart of hearts? No. It truly does not.

Greene answers with a story. At a conference somewhere out west, Utah or Arizona, he sat next to a mathematician over lunch and told him he did not think mathematical objects were real. The mathematician was at first appalled that Greene truly believed it and assumed he was being provocative. They kept talking through the conference, and by the end Greene felt the man was having a small existential crisis. He said he got the argument that this is all made up, that he had never really felt or believed it and had just dismissed it, but that now he was engaging with it there might be something to it. And then: "I wonder what I have been doing, because if the math isn't out there, I've spent my life playing a game, in essence." A game of solving human made puzzles, which is what it reduces to if math is not somehow anchored to reality.

Why the philosophy of math matters to working physicists (5:07)

Carroll grants the point entirely. It matters to practice. It matters to how we pursue what we are doing. He reaches for Richard Feynman, who said something lots of people believe but said it very nicely: theories in physics can be absolutely equivalent in their predictions and still be spiritually different. You capture the same stuff in a different language. Carroll's point is that we are not finished with physics, presumably we are not finished with math either, and the direction you are tempted to move in to make things better may be heavily influenced by your opinion about whether the math is real or whether you are making it up.

Then a more down to earth argument, and one of the sharper passages in the first ten minutes. Among the many wonderful things in twentieth century mathematics, we learned that the old dream running from Euclid to Hilbert, that we would write down the axioms and they would prove all the theorems and math would be done, does not work. Greene supplies the name: and then Gödel comes along. Carroll spells out the ramification that bears on realism. Take a set of axioms saying you have a number called zero, and whenever you have a number N you have N plus one, and build up the natural numbers that way. What you are trying to do is capture the essence of a thing you thought you understood, and you cannot. You literally cannot write down a set of axioms that gives you the integers as you know them and nothing else. That is incompleteness and the related failure of categoricity doing real philosophical work.

And so one argument for mathematical realism is: but I know what the integers are. Whether the axioms capture them or not, I know something about reality there, and it is not just a matter of describing things I see in the world. Carroll's verdict, delivered immediately: "But anyway, but I'm not on that side."

He then explains where he did land, and gives the origin story of a paper. Justin Clarke-Doane, a philosopher at Columbia who works on philosophy of math among other things, wrote a book called Morality and Mathematics. It argues that mathematics is the most well founded thing we have and morality the least well founded, but that when you look at them carefully there are a lot of similarities. Clarke-Doane opens the book with a quote from Carroll's book The Big Picture, in which Carroll says he is not a moral realist and does not think there are morals out there in the world that really exist and can be tested. Greene, in passing: "Yeah, neither do I."

Then on page two or so, Clarke-Doane writes that of course someone like Sean Carroll, a theoretical physicist, has to be a mathematical realist because he believes in the laws of physics and they are expressed in the language of math. Carroll told him: but I'm not a mathematical realist. That nudge produced a paper Carroll called Reality Realism, whose thesis is exactly what Greene had just described. What exists is the world. What exists is stuff out there, we invent languages to talk about it, and mathematics is just such a language.

Are the laws of physics real? Hume against the anti-Humeans (8:10)

Carroll goes back to finish the original thought, because the second half of the distinction is the one that actually bites. Not mathematical objects, but the laws of physics. Are they real as things that, in Stephen Hawking's phrase which Greene supplies before Carroll can, breathe fire into the equations?

There is a view called Humeanism, after David Hume, which says the world exists, there is a bunch of stuff and it is just doing things, and we invent descriptions of it, and those descriptions are the laws of physics. There is another view called anti-Humeanism, and Carroll gets a real laugh out of the reason for the name: "because no one famous wants to attach their name to it." Anti-Humeanism says the world happens, but there are things you might think of as the laws of physics that generate the world, that have some power to govern it and bring it into existence.

Carroll sees the temptation, because otherwise why are there patterns at all, why do you not just get random craziness if nothing is governing it. But on the other hand: what if there were not? What if there was just the universe doing its thing without anything governing it? How would you know? His inclination is always to ask what the minimal set of beliefs is that he needs in order to come to an understanding of the world, and he does not think he needs to believe that in addition to the physical world there are either laws of physics or mathematical objects.

Greene's counter is his own inconsistency, offered honestly. He uses the language of the laws of physics all the time. He does not mean Einstein's equations or the Schrödinger equation specifically, because those could be provisional and presumably are. But he does imagine that there is some uber law that is part of rock bottom reality. All humans can ever do is approximate it, get close to it, maybe get lucky and hit it. That is what is behind his intuition, and he says it is hard for him to imagine having a sense of coherence without it as part of the architecture. Carroll's response is the best one line joke in the first quarter: "You're literally a string theorist. You have to think that we could do it."

Carroll sympathizes with the feeling and still lands on option three. He tries to accommodate himself to the belief that it just is, even though he sees the temptation to say something is causing it to be that way, because at the end he does not see what is gained. The laws of physics exist as descriptions, not as governing essences. And then a moment neither of them expected: Greene says he thinks they are in the minority among their colleagues on this, and Carroll, genuinely surprised, says "You totally amused me here. I had no idea. I was not ready."

Can you ever demand a further explanation? (11:38)

Greene asks the practical version of the question. If you get really comfortable with the perspective that it just is, does that undermine the motivation for pushing beyond? At some point you hit a wall, and the question is when you are allowed to invoke that kind of reasoning.

Carroll's attitude is that there is never a point at which you can demand a further explanation. Whatever you see and believe about the universe, it might be the case that that is it. He brings in Nancy Cartwright, the philosopher of science who famously argued that the laws of physics are not even unified into one big law but are a patchwork, with laws appropriate here and laws appropriate there. Carroll does think, like Greene, that there is probably one best underlying set of laws, and that those laws exist as descriptions, but that is just another way of saying that what exists is the world. If you want to go further and ask why the world exists, or why it has the properties it does, you have to be happy with the answer that at some point it is just like that. Hence the rule from the cold open: always ask whether there is a deeper level, and be prepared for the answer to be no.

Are we close to the limits of human understanding? (13:50)

Greene reframes it through the history of instrumentation. In the earliest moments our brethren looked upward and used their eyes and ears, so they had a limited data set from which to build a picture of reality. As we march through the history of the species we get better, and we realize the light our eyes can see is a small part of the electromagnetic spectrum. So does Carroll ever worry that the patterns we are aware of are only the patterns we happen to be sensitive to, either through our senses or the equipment we build, a slice through some gigantic reality, and that they might therefore be misleading?

Carroll's answer is one of the cleanest lines in the video: "So I think that's 100% a viable possibility, and I spend zero time worrying about it."

He then argues that this has already happened once. He would absolutely buy an argument that the transition from classical mechanics to quantum mechanics is exactly that. Quantum mechanics is a story about stuff that is entirely alien to the everyday world in a very real sense, there is a complicated story to be told about how to connect it to the world, and that story implies the existence of many things we cannot see, so that we are only experiencing a tiny sliver of reality. But we were driven to it. We were forced to it by trying to explain the world we do live in and do see. So it is completely plausible that we get driven to some picture because it is the best account of the tiny bit we can see. If there is another level with a bigger reality that has no impact on what we see at all, he is less interested. At that point, he says, it is a simulation argument or something like it.

Carroll then tells the Santa Fe story. There was a workshop at the Santa Fe Institute, where he is part time faculty, called Limits of Explanation, about where we hit our human inability to go any further. They were chatting back and forth when it dawned on him: wait a minute, do you people think we are close to the limits of explanation? And they were all like, yeah, we might be very very close, we might be running out. Carroll does not think we are anywhere close.

Greene shares the instinct and offers his own illustration, from a Nova program he made years ago. He is at a blackboard lecturing general relativity to a student who is clearly not getting it, he is getting frustrated, and then the camera pans and it is a dog. The point the audience unfortunately seemed to miss was not that people are like the dog. It was that dogs are smart and yet have intellectual limits on what they can understand, and so we have limits too. Greene adds the aside that every time he says this he wonders whether the dogs are barking at us humans, and Carroll finishes it: "They're smarter than us." Greene: "They haven't gotten the unified theory yet."

The honest form of the worry follows: there is every reason to believe there are limits to what this brain can do, because it did not evolve to understand physics. It evolved so our forebears could survive in the African savanna. Why would it be fine tuned for these questions?

Carroll's answer is the Turing argument, and he flags that he does not know how common the view is. He thinks there has been a phase transition somewhere between the dogs and us, where we became Turing complete. He is using the phrase in a vague rather than a technical sense. Turing's idea was that there is a set of functions computable by a computer, and some computers cannot calculate all of them, but once you have a powerful enough computer there are no limits and you can calculate all of them. Carroll thinks human beings crossed some threshold of an ability to abstract, and he sees no evidence, other than a kind of humility, that there is another threshold out there we have not yet crossed that would let us understand further things. Maybe it is there, but the data is not forcing him to worry about it.

Did the invention of metaphor change everything? (18:05)

Greene offers a thought he says he has not shared much because he cannot make it precise, prefaced with "but just among friends." Carroll: "Yeah, no one will know."

The thought is that a critical moment in the intellectual development of our species was the ability to invent metaphor. Metaphor is the moment when you represent something real by a word that is no longer directly tied to its reality. Once you can symbolically represent the world, you can write down an X for a position or an F for a force, to be flatfooted about it. And to Greene that is where mathematics ultimately comes from. It is a metaphorical description of things actually happening out there, in a poetic language that still lets us calculate and make predictions, because we can run the metaphorical description backwards and forwards. He notes that when he has raised this with people they say he is making too much of metaphor.

Carroll is more or less completely on board and equally unable to make it precise. He thinks there is something in the combination of metaphor, symbolism, abstraction, imagination, counterfactual reasoning, logic, and language itself that gives us a way to think not just about the world but about possible worlds, in a very powerful and abstract way.

Then the Borges detour, which is the best set piece in the first half. Carroll brings up The Library of Babel. Greene knows it well and teaches it to his students. Carroll asks whether he tells them the following thing, and Greene says probably not.

The story: a library containing books of some fixed length. Greene remembers the length as 440 pages. Someone has filled the books with every possible sequence of symbols. There are many, many books, and if you calculate the number it is quite large, but with a finite alphabet and a finite book length there is a finite number of them. Somewhere in the library is every book ever written or that ever will be written. If your book is 500 pages long, it is just two books instead of one.

Carroll's twist: step back and notice that we have already made the Library of Babel, only rather than a collection of books it is called the alphabet. Every book that could ever be written is implicit in the alphabet. All you have to do is rearrange the letters. What that drives home is that rearranging the letters is the hard part. The existence of the symbolism is a tool. Greene: "Or finding the card catalog is the hard part." Carroll: "The card catalog is the size of the library, sadly."

So it is combinatorics that does it. When you have symbols that can take different values and you arrange them in a string, the number of possible strings blows up to a huge number very quickly, much more quickly than things like the number of atoms in the universe. We will never explore the space of Borges's library. What we will do is carve paths through it. And that circles back to where they started: thinking about math or physics in different ways suggests different ways to explore this vast space of possibilities. Greene adds the coda that within the library there are deep truths in some of these books, and the hard part is finding which books hold the truth relevant to the problem in front of you.

Why is there something rather than nothing? (23:02)

Greene names it as the big one: a problem where it is not that we have not yet made progress, but that it is hard to imagine how we would make progress. Leibniz asked it a long time ago, and within the paradigm of modern science we do not seem to have the tools even to address it, because any theory of modern physics has to start with something. You have to start with ingredients, some symbols, space or time, and we are getting a little bit beyond needing those, but not far enough.

That, Greene notes, is exactly where some will say God comes into the story. His own position is that if you are going to limit God that way, standing outside the place where physics operates, then okay, but it does not affect things beyond a deistic perspective. He is not drawn to it because we can make progress, go further back, and shrink the gaps in our understanding. He asks whether there are any questions where a deistic approach would have any purchase on Carroll, or whether it is just a cheap, lazy way out that he will never take.

Does God solve any of these problems? (24:45)

Carroll: it almost has none, to be honest. He is not tempted. He gets the temptation to think the laws of physics are real because the universe has patterns. He is completely untempted by invoking a deistic God to explain why the universe exists rather than does not, precisely because then you have to say why that God exists rather than does not.

And then the biographical turn. "And believe me, I went to Catholic school." Not high school. College. Greene, twice: to what grade? Carroll: college, college. Villanova. And the detail he clearly enjoys deploying: "The Pope and I, we went to the same undergraduate institution." Pope Leo XIV, born Robert Prevost, took his undergraduate degree at Villanova. Carroll's punchline: "Me and the Pope, we're very close."

Carroll was totally non Catholic, and Villanova let you be non Catholic as long as you took a lot of religion courses, which he had to do. Greene asks whether they were doctrinal or interesting, and Carroll says super interesting twice. He backs it with a data point from his wife, the science writer Jennifer Ouellette, an ex evangelical who went to a deeply religious evangelical college and says the most rational people there were the religious studies professors, because they cared about the subject matter rather than using it as a symbol for something else. Carroll's Villanova religious studies and philosophy professors had thought carefully about all of this.

Which is why he knows the counter arguments very well. If you explain the universe as a contingent fact by invoking God as a necessary being, why can't you just say God is contingent? They do have counter arguments. He finds them entirely unpersuasive, and more to the point it does not get him anywhere and does not lead anywhere interesting.

He does think the question of why there is something rather than nothing is the leading candidate for a question whose answer is "it just is, you just have to accept it." Maybe there is a better answer, but it will not be a satisfying one. It will be an answer of the form: you are not allowed to ask that question, because there is no such thing as non existence that we could have had as another option. Greene joins on the last beat: there can be questions that satisfy the rules of English grammar but are not as sensible as they illusorily seem, because language can be misleading. Carroll: "That's exactly it."

Envy, faith, and whether a false belief can be a good one (27:32)

Greene asks whether any part of Carroll has even the slightest envy for people who really do believe, because it gives a ready made sense of meaning or purpose, or that death is not the end.

Two reasons, no. First, as an empirical matter, Carroll has watched religious people in situations of tragedy and they do not handle it any better than atheists or agnostics do. They are just as upset by death. Greene pushes on the long term version: has he not seen a person's faith help them through a traumatic period by letting them see it as part of a greater plan, whether or not it is objectively true? Carroll: "But that's the thing, it absolutely can. And it can absolutely torture you for no good reason."

The problem for him is exactly the same as the problem with moral realism. Wouldn't you feel better if your moral rules were out there and objectively true? Well, what are the right ones? If the beliefs you have are not correct beliefs, there is no guarantee they will help you or help the world.

Carroll then says he is not one of those atheists who thinks religion is absolutely bad for everyone under every circumstance, and Greene supplies the caricature: should be wiped off the face of the earth. Carroll, half agreeing: part of him thinks it should be wiped off, in the sense that he thinks it is wrong and the world would be better if more people were correct in their beliefs. He does not want to go around wiping it out, but he wants everyone to have true beliefs.

Greene offers his own more layered view. There is objective truth that everybody shares, and there are subjective truths held inside. If somebody holds a religious system inside their worldview and it works for them, that is great for them. And historically and evolutionarily he thinks religion can be viewed as a remarkable invention of the human species. We face death. Our ancestors on the African savanna were trying to make sense of a world in which the people they care about are here one moment and gone the next, and inventing this idea of another realm where they might join together again is an interesting and powerful story, so long as it is taken as a symbolic way of engaging with the world and not used to explain why the earth goes around the sun.

Carroll has three things he needs to say and warns he is going to try to keep them in his brain before he runs out.

One: as an empirical matter he knows a lot of religious people who are better people than certain atheists, and vice versa. So when he says he is in favor of eliminating religion from the world, in practice there are plenty of religious people he is friends with, they joke about it, and he is not berating them or trying to change their minds all the time.

Two: to the extent that it is a coherent thought experiment, if he had lived a thousand years ago he would definitely be religious. It was obviously the best thing on the market at the time. Greene: Newton was, right? Carroll agrees on Newton, hesitates on Galileo. Greene argues Galileo was clear about it, that he was not trying to go against the church but to tell the church to let human beings use their God given gifts of analysis and perception to gain a deeper understanding of God's creation. Carroll's dry reply: "Those are the words he said, yes." He thinks there is a large phase space in which Galileo was telling people what they wanted to hear.

Three, and this is the romantic side coming out: "I like the truth. I'm in favor of it." Not always and everywhere. When someone asks how their new haircut looks you are allowed a small white lie, and if some political or social project needs a little less than complete truthfulness for a greater good he is not too strict about that either. But as a general rule, on the question of whether it is better for certain people to hold religious beliefs if the beliefs cohere internally, he believes there is a way for that person to hold a coherent set of beliefs without religious commitments and still remain a good person.

Greene agrees that behavior is not necessarily tied to religious belief, but says he has had conversations with people for whom the absence of belief would be a radical tearing away of the fiber of what makes their life feel meaningful. He respects that as the makeup of their particular way of living in an absurd universe.

Then Carroll asks the sharp question: do you think anyone says to themselves, this isn't true, but I'm going to believe it because it makes me feel better? Greene has not framed it that directly. Carroll wonders aloud whether it is patronizing to tell someone they believe illusions that make them feel good.

And Greene answers with the most personal passage in the video. Using himself as the example: he sat here and said he does not believe, but if he is being fully honest there is part of him that at moments buys into something he knows is not true because it feels better in that moment. There have definitely been times when he has prayed. He did not go to temple to sit inside the institutional structure, but there have been moments when he said to himself, at 35:19, "I don't know if it's real. I don't think it is. But if you're out there, Mom, you know, protect, or if Dad." He calls it deeply incoherent, says it makes no sense from any objective standpoint, and notes that as a logical and generally coherent person he has found himself doing it anyway. "So I think I was doing exactly what you're asking."

Carroll does not have that temptation at all. Greene, laughing: "So Dr. Carroll, what's wrong with me?" Carroll allows that there is always a temptation to believe things that in your more rational moments you would see are not true. "For me, that does not happen in praying. It happens while playing poker. And I'm saying, I do not believe that person has a full house." And in retrospect he really should have believed they did. It made him feel good in the moment.

He closes the argument by drawing a distinction about what people actually do. People say "I know other people don't believe it, but I believe it," or "I'm not sure whether it's right or wrong, but I'm going to believe it." He does not think people generally say "I know that the evidence and the canons of rationality say I shouldn't believe X, but it makes me feel good, so I will." The people who believe these things believe them and think they are right.

Can religion and physics coexist without contradiction? (31:55)

Greene raises William Phillips, who won the Nobel Prize in Physics and so has a grasp of the basic laws and how they work, and who is also deeply religious with no inkling of conflict between the two. Greene presumes he applies each in the domain relevant to its precepts and conclusions: he does not use religious ideas when running physics experiments and does not use physics experiments to shed light on the reality of his religious belief.

Carroll is glad Greene brought up that specific example, because that is the version he objects to most strongly. It is a version of Gould's famous non overlapping magisteria, and Carroll thinks it is just not right. "That's just pulling the wool over your own eyes intentionally." If he thought God existed in a way vaguely related to traditional monotheism, a personalized God who loved the world and was all powerful and created us in their image, how in the world could that not affect the way he thinks about physics? His physics is trying to understand the world at the deepest level. To say that has nothing to do with his belief about how the world works at the deepest level seems incoherent.

He is more sympathetic to their mutual friend Don Page, a cosmologist and born again Christian who is very happy to mix his religious beliefs with his cosmology, because of course they are asking the deep questions, so why wouldn't they be related. Greene: so from that point of view it is somehow more truthful to bring them all together.

Carroll ends the segment with a concession about all of us: we human beings, and he includes himself, are not great at making sure our various sets of beliefs are mutually consistent. Greene turns it into a compliment: one of the wonderful qualities of being a human being is our capacity to hold mutually conflicting ideas, let them intermingle and develop, and change our minds over time.

Free will, particles, and the levels of explanation (39:26)

Greene sets up what he thinks is a disagreement. His view, which he takes to be common in the field: he looks at himself as ultimately a collection of particles guided by physical law. He does not even know what "I" means at that level. But in some vague notion of personal identity called I, he does not seem to have the ability to intercede in the lawful unfolding, and whether it is classical or quantum mechanical hardly matters for the question. He recognizes that there are different levels of explanation and that free will is way up high, at the level of the aggregate world, and that one could say it is just a word with no instantiation down at the fundamental particles. But it feels to him that the levels need to cohere in some logical respect about what each allows. If the laws of physics do not allow intersection in the fundamental unfolding of the particles, then when he lifts up his hand it is just the motion of particles and he does not have the control his intuition suggests he does. That is the lack of freedom of the will.

Carroll: "I think you're so close. You're gonna get there." He agrees with everything Greene said up to the last step. We are made of particles, particles obey the laws of physics. But then you want to say "I can't intervene to change what the particles are doing," and at 41:38 he calls that "just a grammatical mistake." Greene sees it immediately: because the I is only at the aggregate level.

There is a higher emergent level and it plays by its rules, and the relationship between the levels is one of consistency. Carroll, as an aggregate agent, does not know what he is going to do next. When he tries to do things in the world he does something called rational decision making, or at least tries to approximate it. And he lands the empirical jab: everyone who denies the existence of free will spends all of their time trying to make people make choices about things. Everyone operationally acts as if it is there.

Greene runs the check. If you analyze Carroll at the level of his particles, throwing away the higher level aggregate structures called Sean Carroll and the brain of Sean Carroll, you would have no barrier to understanding the motion of those particles in the total absence of anything like Sean Carroll's decisions interceding. If you saw the aggregate of particles we call his left arm go up, you would not lack for any explanation while working solely at the level of the fundamental constituents. Carroll: "That's completely true."

Greene suggests it almost comes down to a language thing. Carroll says it is a little more oomphy than that, and reaches for the machinery. This is Daniel Dennett's idea of real patterns in the world. It is the crucial feature of emergence. It is more is different, after their physics colleague Philip Anderson. The point of all these buzz phrases is that you do not need to know about the lower levels to have a good theory of the higher levels. And there is multiple realizability: different kinds of lower level theories may give rise to the same higher level phenomenon.

Then the demon. It is very tempting to say that if you knew the position and velocity of every particle, if you were Laplace's demon, you could do this. Greene concedes it as a practical matter. Carroll refuses to leave it there: "Even in principle, you will never be able to do that. And so what?"

LEVELS OF DESCRIPTION, AND WHAT MAY PASS BETWEEN THEM AN AGENT WHO DELIBERATES free will and rational decision making live here A BRAIN 86 billion neurons; a connectome nobody has mapped CELLS AND CHEMISTRY mitochondria making ATP; entropy going up PARTICLES AND FIELDS one equation, no choices, no barrier to explanation ALLOWED the levels must be mutually consistent; each plays by its rules NOT ALLOWED an "I" reaching down to push the particles around "That's just a grammatical mistake." Sean Carroll, 41:38 Laplace's demon could track the bottom rung. You are not Laplace's demon, even in principle.
Figure 2. Carroll's answer to the free will problem is not that the particle story is wrong. He grants Greene the entire particle story, including that an observer working only at the level of the constituents would need nothing else to explain a raised arm. What he refuses is the sentence "I cannot intervene," because the I is not a thing at that level to begin with. Levels relate by consistency, never by intervention, which is the same move he later uses for consciousness and for spacetime emerging from a wave function.

The philosophical zombie and why it might be incoherent (44:33)

Greene has one thing left that still pulls on him, and he offers it knowing Carroll will call it an incoherent set of assumptions. Were Carroll a so called philosophical zombie, that is, were he himself in the absence of the inner world Greene hypothesizes he has, there would be no change in what he does. In the absence of the thing we call the inner world of making decisions and choices, nothing would change in his behavior.

Carroll's solution is to deny the premise: the idea of a philosophical zombie is not conceivable. Greene finishes the thought with him: it is incoherent. David Chalmers wants to say that maybe it is not possible in the world, but that he can imagine something that behaves exactly the same way as a human being while lacking inner experience. Carroll, as a physicalist, someone who thinks the world is basically the physical stuff in the world, says you cannot conceive of that. If you had literally every particle in your brain doing the same thing, it would have the same inner experience. Greene agrees, while noting that he finds it a useful thought experiment for getting to the question.

Carroll then gives his favorite conversational tactic on this whole family of questions. When people want to talk about free will, he always asks whether they are allowed to talk about it without using the phrase free will. And at 46:08: "Because suddenly, all the disagreements go away."

Is consciousness just what happens at sufficient complexity? (46:13)

Greene presumes Carroll sees consciousness as a natural outgrowth of a certain set of processes, whether you use the language of information theory or the physical instantiation of the laws of physics acting themselves out in a particular gloppy, gray, crenelated structure inside the bone cage on top of our shoulders. Something that just happens when you have that level of complexity going on. Is that enough for you?

Carroll's only edit is to delete one word: "I would just remove the word 'just' from your statement." There is a lot going on. 86 billion neurons bouncing together in your brain. The connectome is very complicated and we have no conception of it. The world often has these properties, where there are ways of talking about the collective behavior of a whole bunch of little things at an aggregate level that are surprising, emergent, and super duper useful. And then the line that best compresses his position on emergence, at 47:13: "The law of supply and demand is nowhere to be found in the standard model of particle physics." It more or less obviously emerges in ways we can understand.

So he has enormous respect for the real neuroscientists trying to find out how what we call consciousness relates to what happens in the brain, the neural correlates as Greene puts it. We are not close, but Carroll is convinced we will get there someday. Greene says he is too.

Are large language models conscious? (47:50)

Greene asks about instantiating consciousness outside of biological film, and Carroll's tone changes: "Ah, so that's a lot more fun because now we have to confront it, in a way that five years ago we didn't."

We are building things that certainly pass the Turing test. Turing's was a very engineering kind of idea, that what it means to be thinking is to be able to fool somebody else that you are thinking. People have moved that into consciousness and said that to be conscious you have to be able to fool someone into thinking you are conscious over a computer. And we have LLMs. Carroll notes he was talking to one earlier that day that can mimic human conversation very well. There are people working for the AI companies who are either already on board with or close to believing that these things are basically conscious. "And I entirely strongly disagree with that." Greene: me too.

Carroll then reports the pushback he gets from his own Mindscape listeners, which is the most self aware moment in this section. They tell him: why should I listen to you about whether LLMs are conscious rather than the people who are programming the computers? You always tell me not to listen to pundits, to listen to experts. Carroll's answer is that those people are not always experts in intelligence or consciousness, so the argument does not necessarily go through.

He then names the actual research he finds compelling, and flags the bias openly: it is targeted to make him happy as someone who cares about entropy and the arrow of time. Ned Block at NYU and Anil Seth at Sussex have pushed the idea that part of what is important in conscious experience is the process of the passage of time at a microscopic level, below the surface. At 49:42: "LLMs, large language models, don't get bored. They don't experience the passage of time. You can just turn one off, turn it on. It just pops up just as well." Meanwhile we have all this biology going on, mitochondria making ATP. The natural move is to abstract and ask whether at the higher emergent level it really matters that all those biological processes are running, and Block and Seth are saying that actually, yes, it really really does. Carroll thinks they are tempted to go all the way to saying you need biology to be conscious. He will not go that far, but he might be persuaded that you need an inner process that increases entropy to be conscious.

Greene asks whether you could just simulate that. Carroll suspects you can, and immediately adds the qualification that matters: he strongly suspects simulating it will be much harder than people think, because we have optimized to give the surface experience of talking to an agent. We have not optimized to do all the stuff underneath that gives rise to that inner life.

He then brings up a recent study from Anthropic that identified emotion vectors. Greene has not seen this one. Carroll describes it: they can do a projection onto certain states of their LLM and characterize it as angry or sad or whatever. Greene guesses it is by the frequency of certain word use, and Carroll corrects him: it is literally the weights, the state of the LLM at one moment in time, and that affects its responses. If it is angry it responds in certain ways. So there is a predictive, useful characterization of what is going on inside the AI. Does that mean they are angry? Carroll thinks no. He thinks we are being very clever about simulating very subtle things, and we are always super quick to anthropomorphize. Since we have never met things that acted conscious and were not, we are going to attribute it. He does not buy it. (The work he is describing is Anthropic's interpretability paper on emotion concepts and their function in a large language model, which finds internal emotion representations that causally steer the model's behavior while explicitly declining to claim any subjective experience.)

Greene adds the evolutionary reason anthropomorphizing makes sense: in the ancestral world, failing to assign agency to something in the environment could kill you, so it is better to over ascribe agency than to under ascribe it. Carroll ties it back to the earlier thread about whether we are smart enough to understand everything: maybe we are, but in practice we are loaded with biases, intuitions, and assumptions that do not bear close scrutiny. "So that's why quantum mechanics is hard for us. And that's why consciousness is hard for us."

Greene turns it around. We have an intuition that consciousness is pretty special, that what happens inside our head has a wondrous mystery to it. Could it be that we are giving ourselves an aggrandizement we do not deserve, and in the end it will not be so hard for an artificial system, coded correctly, to really be thinking and feeling, because this just happens a dime a dozen in sufficiently complex systems?

Carroll deploys the Mindscape house rule: if a listener question begins with the phrase "is it possible that," the answer is always yes. So, is it conceivable it will be easier than we think? Yes. He does not think LLMs right now are conscious, but he notes they are way better at what they do than he would have predicted five years ago, and he flags that squarely: "that's one place I would've been very very wrong." So he might be completely wrong here too. He is pretty strongly of the opinion that LLMs as they currently work are not conscious. On the obvious follow up, how hard it would be to modify them so they were, he says he truly does not know whether it is really really hard or really really easy.

Greene tries to exploit the rule: is it possible that there is a logically coherent explanation for everything that is internally inconsistent? Carroll, without missing a beat: "That only applies to physics questions. Not to logic questions. So the answer is no."

Quantum mechanics and the debate that never ended (54:40)

Greene opens the technical middle third by noting that arguments about quantum mechanics and what it says about the true nature of reality go all the way back, through a fascinating literature with Einstein, Bohr, Heisenberg, and Schrödinger all going at it from different points of view, and that those arguments still persist today. Some, like Carroll, think it is clear where the reality is. Greene names it: obviously you are a many worlder.

He lays out the history he assumes the audience half knows. Hugh Everett, 1957, looks at the equations of quantum mechanics and says take the equation seriously, and right there, term by term, you see things that cry out to be interpreted as different realities. "Take us through that and further and convince me. Because I'm not convinced." Carroll: "Okay. I'll do it. We can do it. It takes like two minutes."

Why "interpretations" is the wrong word (56:00)

Before the derivation, both of them stop to complain about a word, and they agree completely. Carroll says that as much as he is a fan of the Everett interpretation, what he wants even more strongly is for more physicists to care about the foundations of quantum mechanics, whatever their field and whatever their favorite.

Greene adds that he would like people to stop talking about interpretations of quantum mechanics. Carroll agrees. Greene's reason: these are different theories that in many cases yield the same predictions, but the structure of a theory matters to what it says about reality. It is not just predictions with all the rest being interpretation. Carroll at 56:29: "The word interpretation's been holding us back for exactly this reason." Which, they agree, is why it is good that people increasingly use the phrase foundations of quantum mechanics.

Everett's derivation, in his own order (56:52)

Carroll tells the story the way it happened. Hugh Everett was a graduate student in the 1950s with John Wheeler as his PhD advisor, and Wheeler gave him a thesis topic: quantize gravity. Greene, who has spent a long time trying to do exactly that, laughs. This was back in the day, before string theory or anything like it, and Everett was conscientious, so he asked what it even means to quantize the whole universe at once. Because in the Copenhagen version of quantum mechanics there is an observer external to the quantum system. Carroll notes, with real amusement, that this exact debate has reared its head again very vividly in modern quantum gravity and cosmology. Everett's objection was that in the universe there is no external observer. Carroll's aside: "like he wasn't religious, I guess."

So what do you do? You follow your nose. You have an equation, the Schrödinger equation, which tells you how the quantum state of the universe evolves with time. And the really crucial step is a single question: do you think the wave function, this mathematical object representing the quantum system, represents reality, or do you think it is just a way of calculating things?

The Copenhagen people say it is just a way of calculating things, and Carroll's verdict on that is one of the best phrases in the video: "that is a get out of reality free card in a lot of ways." Everett says no. It is the simplest thing. We need this wave function, it obeys an equation just like the electromagnetic field does, so what if it is just reality? What do we do then?

Then it follows directly. The wave function represents superpositions of different possible answers to questions, like the answer to the question of where the electron is. The wave function says it might be there, it might be there, it might be there, with different weights, different amplitudes, giving different probabilities for measuring it. If that is reality, then when you measure the electron it is an immediate consequence of the equation that there is a big wave function that has you in it and the electron in it, and part of the wave function says the electron was here and I measured it there, and part of it says the electron was there and I measured it over there, and so on.

Carroll then names why this is not self evidently true, which is the honest part. If you stare at the equation you might say that when you make a quantum measurement you should feel like you are in a superposition of all these different possibilities, and no experimenter has ever felt that way. You see definite measurement outcomes.

So the important philosophical move Everett made was to say you have misidentified yourself in the quantum state of the universe. It is not that you are the superposition of all these measurements. Each measurement is a different world, and there is a version of you that saw the electron there, a version that saw it there, and so on.

THE ONLY MOVE EVERETT MADE the wave function electron at A electron at B at C different amplitudes ENTANGLE WITH THE ENVIRONMENT and it is fast WORLD 1 you saw A WORLD 2 you saw B WORLD 3 you saw C you feel a superposition of all three at once no experimenter has ever felt this Everett: "you have misidentified yourself in the quantum state" worlds appear when a system entangles with its environment, not when a person decides
Figure 3. The derivation Carroll says takes two minutes. Nothing is added to the Schrödinger equation and no worlds are created by hand: the branches are already the terms in the wave function, and all Everett does is refuse to identify the observer with the whole superposition. The correction at the bottom is Carroll's own, delivered at 1:09:26: the wrong cartoon version is that a new world appears when you make a decision. New worlds appear when a quantum system entangles with its environment.

Carroll then says two things at once, and the pairing is the strongest and most honest formulation of the Everett case in the whole conversation. At the level of the postulates of the theory, the axiomatization of the formalism, it is literally impossible to conceive of a simpler version of quantum mechanics. It is the most direct, most austere, most pure version. Greene agrees. And at the level of matching it onto our experience, it is the hardest.

Carroll grants that it is completely okay as a methodological principle to be conservative and say that if your theory is so different from what you observe in the world you should be suspicious of it. But then you try to make alternative theories, which people have tried to do, and, in his words, oh my God, they all look so bad. That, he says, is the best evidence that Everett is right: that all the other theories look so bad in his mind.

And then he circles back to the opening of the conversation, and calls this the best single argument for Everett. Taking seriously the idea that the fundamental theory of the world is a quantum state obeying the Schrödinger equation, versus the idea that there are observers who make measurements and there is some randomness, are two attitudes that both fit the data in some way but lead you in very different directions when it comes to building a bigger theory. This is the "spiritually different" point from Feynman, cashed out.

He then admits his own comparative advantage as a working research physicist with unusual candor: the rest of the world has not caught on to the Everett interpretation, so there is all this low hanging fruit about using Everettian logic to address questions in cosmology and quantum gravity that people just have not done. He and his graduate students are having a merry little time. Greene: and you just say, hey guys, you can stay over there. Carroll: "remain confused for a while because I'm very slow, and I need time to work this out."

The charitable version: one big reason his colleagues do not care about the foundations of quantum mechanics is that they do not think it matters, that it will not change or affect the research they do or the ideas they come up with. Carroll thinks they are wrong, and says the best way of convincing them is for him or someone else to have a good idea, or to inspire a generation of younger people to have good ideas, and show that thinking this way leads to progress. "That's what I'm trying to do."

The teaching story, and the pushback (1:02:02)

Greene answers with an anecdote he had just told David Deutsch a couple of weeks earlier. Years ago he was teaching undergraduate quantum mechanics for the first time in a long while, and he was doing the whole year version rather than the semester version, so he had to decide what to put in the second semester. He thought it would be a good moment to introduce Many-Worlds, de Broglie-Bohm, and GRW, just to give the students a sense of the various attempts people have made to square the mathematics of quantum mechanics with our experience in everyday life and in the laboratory.

He was really surprised at the pushback. The general view was that this is a waste of the students' time, that they need to learn time dependent perturbation theory. Greene agrees the technical side is important, and adds that you also need to grapple with what the theory is actually saying about the real world.

The strongest rival: de Broglie-Bohm (1:03:05)

Greene names the alternative that has caught his eye, the dark horse that for various historical and sociological reasons was repressed over time: de Broglie-Bohm. Louis de Broglie and David Bohm rediscovered the notion that a particle like an electron can have a definite position and a definite speed. It is still described in the probabilistic language of traditional quantum mechanics, but the probability wave does something a little different: it plays a direct role in pushing the particle around, toward locations of high probability and away from low probability. Greene finds this interesting because you have to give up the definite reality familiar from Newton, but you do not have to give up particles having definite locations and speeds. It feels like you are giving up less than in any other approach. Did that have any pull on you?

Carroll: "Nope." Then he explains, and this is a genuinely technical objection rather than a taste based one.

It would have had pull if the world had been described by non relativistic point particle quantum mechanics. The single best sales pitch for de Broglie-Bohm, he says, is this. If you were in the 1920s, enjoying your Belgian ale at the Solvay Conference, trying to understand the foundations of quantum mechanics, and people said that sometimes the electron acts like a wave and sometimes like a particle, and de Broglie came along and said that is because there is both, a wave and a particle, that is actually a very plausible move.

Except that then people invented quantum field theory. Now all you have are fields, and the particles pop out for free. So the motivating issue has gone away. And at a more technical level, when you try to build a version of de Broglie-Bohm compatible with modern quantum field theory it is not impossible, but it looks bad. Greene concedes it is pretty ugly. Carroll goes further: when you try to say spacetime is emergent, that does not play well with de Broglie-Bohm at all.

Greene agrees, and adds an honest caveat about the state of the literature: he has heard adherents claim there are clean, straightforward ways to build a quantum field theory like version of de Broglie-Bohm, although he has never really seen it realized and has not delved into it enough to know whether it works. But he calls it a brilliant idea in the non relativistic scenario.

TheoryIs the wave function real?What it adds to the Schrödinger equationWhere Carroll lands
CopenhagenNo. A calculating device.An observer outside the system, a measurement postulate, genuine randomness on collapse.rejects "a get out of reality free card in a lot of ways"
Everett / Many-WorldsYes, and it is all there is.Nothing at all. You just stop adding things.holds simplest possible axioms, hardest match to experience
de Broglie-Bohm (pilot wave)Yes, and it guides real particles that also exist.Actual particle positions plus a guidance equation.rejects plausible in 1927, undercut by quantum field theory, and hostile to emergent spacetime
GRW / objective collapseYes, and it collapses on its own.A stochastic collapse term with new fundamental constants.rejects falls under "ad hoc ingredients" and "they all look so bad"
Figure 4. The four theories named in the conversation, scored on the question Carroll says is the crucial one: do you think the wave function represents reality, or is it just a way of calculating things? Everett is the only row that adds nothing, which is exactly Carroll's argument for it, and exactly why it is the hardest to reconcile with the single world you seem to live in. Greene's own teaching anecdote at 1:02:24 is that he tried to put three of these rows in front of undergraduates and got told it was a waste of their time.

Where the field itself actually sits is worth putting next to that, because Carroll brings the numbers up later in the conversation. The largest survey of its kind, the Big Mysteries Survey run by Niayesh Afshordi and Phil Halper with the American Physical Society's Physics Magazine, polled more than 1600 physicists. On quantum gravity, "no opinion" won handily. String theory was the first non trivial answer, at 19 percent.

WHAT SOLVES QUANTUM GRAVITY? (APS Big Mysteries Survey, 1600+ physicists) string theory 19% gravity is not quantized 18% loop quantum gravity 12% 0 5 10 15 20 25 percent of respondents "No opinion" was the plurality answer and won handily. These are the runners up.
Figure 5. The numbers Carroll produces at 1:18:12, and Greene's reaction: "Wow. And that's a very interesting statistic. I was not aware of it." Among professional physicists, string theory leads not because it is thought correct but because it is the leading candidate, and it sits one point above the view that gravity should not be quantized at all. Source: Afshordi, Halper, Rini and Schirber, Big Mysteries Survey, run through APS Physics Magazine.

Suck it up, and the two cartoons (1:06:41)

Greene puts the reverse argument. In the lean mathematical approach of Everett as developed by many others including Carroll, we do have to embrace a reality radically different from our experience of one single world. One can certainly say to that, hey, suck it up. The world is not constructed for you to feel good or to have a deep intuition at the outset. You have to allow your intuition to follow where the theory or the mathematics or the data takes you.

Carroll: 100 percent. And that is why he cares more about physicists caring about the foundations of quantum mechanics than about physicists caring about Everettian quantum mechanics specifically.

He then describes a picture from his book Something Deeply Hidden. He draws some circles with connections between them and says this is the world of our experience. There are two ways to go. One is a theory that itself looks kind of like circles with connections, where it is very obvious how the theory matches reality. The other is a theory that is one beautiful circle, where the connection to reality is very complicated. Both are asking something of you. Neither is immediately compelling. You need to work to make sense of them.

So for the people whose intuitions push them toward hidden variables, he gets it and wishes them luck. It is not his thing. Life is short. Whereas when he takes Everett seriously and thinks about what a quantum theory is and how it works, there are a million questions he gets to answer, and they are making progress, and it is so much fun that he is going to wish the others well.

The Universe Splitter, and why the worlds are not the point (1:08:24)

Greene asks whether Carroll's intuition really matches the cartoon version, whether he really thinks about the other Sean Carrolls out there in other worlds, some having a better life. "I really do." And then: "you know, I have the app on my phone, which will split the universe."

Greene does not know about this one. Carroll: "Oh my God. The Universe Splitter app." It sends a photon to a beam splitter. It was only for iPhones, and Carroll thinks it is now on Android. He says he actually helped inspire it. Greene asks whether he gets royalties. "No. But I'll push it anyway." Greene: "Well, in one of the other worlds, you are." Carroll: "In one of the other worlds, maybe."

Then the correction that matters. The wrong cartoon version of Everett is that when you make a decision a new world appears. That is not true. It is when you entangle a quantum system with the environment that new worlds appear. But the other way around can work: if you have not made your decision, you can ask the phone which one you want to do, and then yes, there will be one world where you do one thing and another where you do the other. Greene: so this is a parlor trick you pull out now and then. Carroll: "Yes, and it's a crowd pleaser. Kids love it."

And then, at 1:09:48, the reframing he says he is increasingly of the opinion about, purely as a marketing matter. He has no problem with the phrase Many-Worlds as a description of the Everett approach, but "the worlds are not the point." They come along, and you should accept them because your theory predicts things and until you get a better theory you should accept what it predicts. But that is not the essence of the theory. "It's not about the worlds, it's about obeying the Schrödinger equation all the time. And that's where the questions come from."

Kelvin's paradox and the courage of our theories (1:10:08)

Greene pushes back on behalf of the dissenters. People like Gerard 't Hooft, people like Einstein, who was wrong about many things and right about many things. Accepting Many-Worlds takes such a radical departure from reality that you can at least understand the motivation for developing versions closer to what we experience. It is easy to imagine people 100 years from now looking back and chuckling that those guys were actually thinking about all these worlds in the quantum wave function when all you actually need is X.

Carroll understands the motivation completely, and answers with a historical claim: if he looks at the history of physics, more often than not the mistake has been on the side of not taking the implications of your theories seriously. Greene notes that Steven Weinberg has a quote along those lines.

Then Carroll produces a case study Greene has never heard of, which he calls Kelvin's paradox. Back in the 1800s they were developing thermodynamics. They discovered that entropy increases. Doesn't that eventually imply the heat death of the universe? And it is a short journey from there, because they did not know about general relativity or the Big Bang and lived in a Newtonian world that apparently would last forever. The paradox is simply this: if it takes a finite time for the universe to equilibrate, and the universe is infinitely old, why has it not equilibrated?

They knew the sun is shining and cannot go forever, which is what led Kelvin to his famously wrong but good for its time estimate of the age of the sun. They could have said the universe had a beginning. And no one did. Carroll's conclusion at 1:12:15: "I think that's the direction in which we tend to fail. We lose the courage of our theories."

Quantize a classical theory, or start with the quantum? (1:13:14)

Greene brings it to quantum gravity. Quantum mechanics has done extremely well describing the electromagnetic force and the weak and strong nuclear forces, and has been a real headache when it comes to bringing gravity in. Greene states his own position on string theory plainly and more modestly than his critics usually allow: he does not know if string theory is right and never claims that it is. He claims it is a good existence proof that quantum mechanics and gravity can play well together in a mathematical structure. It shows it can be done. It is not necessarily the way it is to be done. Is there a deep lesson in there, along the lines of Kelvin's mistake, that we may not be paying sufficient attention to?

Carroll thinks there might be, and cannot argue strongly that there is, because we do not understand quantum gravity so we do not know what the reconciliation will be. But because he is an Everettian, his job is to think about the theory of everything differently. Ordinarily people say there are some particles or fields or strings, they have some dynamics, we are going to quantize that, and that is the theory. Not for him. That is not a theory.

For Carroll the theory lives in the space of all possible quantum states, Hilbert space. Space, particles, and all those familiar things are emergent, in the same sense that consciousness is emergent from the lower level. You are forced to talk about physics in a very different language, and hopefully you can show that all the familiar stuff emerges from it. So: do not give me some stuff and then quantize it, just give me the quantum theory and show me the stuff comes from it.

His diagnosis of why quantum gravity is hard follows directly. Electromagnetism, the nuclear forces, and matter fields all fit in well with quantum mechanics, but what they really fit in well with is the idea that you start with a classical theory and quantize it. The difficulties with quantum gravity come from the fact that when you start with general relativity and quantize it, it fails in various ways. So the obvious thing to do, "which everyone but me is trying to do," is start with a better classical theory, which is basically what string theory is in some sense. Carroll wants to start with a wave function that is not a wave function of anything, and ask whether gravity can emerge from that. The answer may be no. "But people haven't tried yet. Which is just weird because we could have done this 50 years ago."

TWO ROUTES TO A QUANTUM THEORY OF GRAVITY THE STANDARD ROUTE (everyone else) a classical theory fields on spacetime quantize it a quantum theory of that stuff works for electromagnetism and the nuclear forces; applied to general relativity it fails CARROLL'S ROUTE a quantum state in Hilbert space a wave function of nothing evolve with the Schrödinger eq. space, time, particles, gravity all emerge "people haven't tried yet, which is just weird, because we could have done this 50 years ago"
Figure 6. Carroll's actual research program, stated at 1:14:43. The claim is not that string theory is wrong. It is that the failure of quantum gravity may be a symptom of never taking quantum mechanics seriously enough, because every successful quantization we have starts from a classical theory and gravity may be the one place that ordering does not work. He allows at 1:17:07 that what emerges at the end of his route might turn out to be string theory anyway.

Why string theory is more impressive than its critics allow (1:15:23)

Greene, explicitly not proselytizing, argues that string theory already goes partway toward Carroll's vision. The normal approach is to take your classical theory of gravity and overlay the quantum formalism the way it worked for classical electromagnetism and the classical nuclear forces. String theory does not do that. It starts with something where gravity has no apparent footing: a vibrating string, and that is all it is. Carroll interjects the fair objection: in spacetime. Greene grants it, there is an environment.

But suppose you did not know that spacetime itself is the fabric of the gravitational theory. It took Einstein to get you there. So you have this vibrating string, you quantize it, and out pops gravity. Greene thinks the critics of string theory, and the folks on the internet, Carroll's dry aside being "some of our best friends," do not fully appreciate that out of the quantum vibrations of a filament emerges Einstein's general theory of relativity. That does not mean it is correct, but it is a mind blowing set of developments.

Carroll says two things. First, the sketch of a program he just outlined, starting purely quantum mechanically with no stuff and seeing how space and time emerge, might at the end of the day produce string theory, or at least part of it. It is not incompatible. It is coming from a different direction. Second, he is entirely on Greene's side about being amazed at the hoops through which string theory was able to jump. And he adds the detail that impresses him most: it is not just that gravity emerges, it is that it emerges without infinities, which was the whole headache, and with all the matter in it, and without arbitrariness.

Which is where the survey comes in. Carroll's verdict: "we've tried very hard to let people know how exciting string theory is. We've still failed." String theory took 19 percent as the leading candidate for quantum gravity, and 18 percent said gravity might not be quantized. Carroll: "so you're only 1 percent ahead of that."

Greene remembers an article in The New York Review of Books many years ago by Freeman Dyson, a hero in the quantum world of physicists, making the case that gravity and quantum mechanics need not come together. Greene's objection to the patchwork quilt idea is direct: if you have a quantum superposition, it gravitates. What do you do with the fact that you are in a quantum state unlike anything Newton would ever have put forward?

Carroll notes that these days there are more sophisticated attempts to do exactly that. People like Jonathan Oppenheim have tried very hard to write down theories with equations where spacetime is classical and something quantum sits on top. But Carroll's intuition matches Greene's: he thinks the way it gets resolved is that it is not really quantum mechanics, it is modified versions of quantum mechanics to make everything work out, which is again very ad hoc and very ugly. "And I think that life is gonna be simpler and more beautiful than that."

Could the universe just be a wave function in Hilbert space? (1:20:19)

Greene returns to the language Carroll used at the very beginning: I do believe there's stuff out there. And now we have arrived somewhere strange, where the fundamental architecture in Carroll's view is an abstract mathematical gadget called Hilbert space, the place where quantum wave functions naturally live. So when you think about stuff out there, are you thinking that fundamentally there is Hilbert space, and that the stuff is a wave function living in it?

"Yes, I really am. And I know, it rubs people the wrong way."

Then a small aside Carroll enjoys. He points out he is a philosopher now too, in a philosophy department as well as physics, and philosophers like to throw in some Latin occasionally to spice things up. So when people ask what the universe is in his view, he likes to say the universe is sui generis, Latin for it is its own thing. "It's not a thing. It's not like made of macaroni or whatever. There's no other answer."

He is careful about the formulation. It is not that the universe lives in Hilbert space or is a quantum wave function. Those are the best mathematical representations of the universe. "But the dramatic claim is that a quantum state living in Hilbert space could be an exact and complete representation of physical reality." That might be a limit. Some version of it might actually just be true. And whether or not it is, it is plausible at the current state of knowledge, so shouldn't you pursue that possibility? (Carroll's technical case for this is his paper Reality as a Vector in Hilbert Space.)

Greene's counter is one of the best things he says in the whole conversation, and Carroll's answer to it is the second best. It would be completely insane that we human beings, here in really the 20th century, on this little planet in the outskirts of this galaxy, stumbled upon the fundamental description of the entire reality, and that moreover it is radically different from anything we see. "So it could be true. And that I know it. That's completely crazy."

Carroll: "Well, that's the thing. I simultaneously believe like we have no right to think that, but also could be true."

He then makes the distinction that carries the weight. It is a little different from previous episodes in the history of physics, because in earlier eras there were always things manifestly not fitting the data. We do have things like dark matter and the Big Bang that we lack a theoretical explanation for, but they are not incompatible with the universe being fundamentally a vector in a space. Greene supplies the qualifier: we have many ideas that could accommodate them. So there is no empirical pointer beyond that conception. Carroll: there is an open possibility that yes, that is just it, and we and the aliens are going to be like, Hilbert space, yeah.

Which came from Greene's question a moment earlier: imagine we make contact with alien civilizations in our lifetime, close enough to have a conversation. If they are advanced, do you think they will be like, "yeah, it's a Hilbert space"? Carroll, laughing: "Who was your Hilbert?" Greene: they'll have a different name for it. And Carroll delivers the fact neither of them had queued up: "Hilbert, of course, never named it Hilbert space. It was von Neumann who named it." Greene: "Oh, is that true? I didn't even know that history."

Probability, the Born rule, and the hardest objection to Many-Worlds (1:24:14)

Greene puts the standard criticism carefully, and it is the strongest objection in the video. The way we became empirically convinced that quantum mechanics is a good description of the world is by making probabilistic predictions. No longer "the electron will be here," but a 32.2 percent chance the electron will be here, a 15.7 percent chance there, and so on. Then we ran the experiments, identical version over and over, collected the data, and found that if the prediction was 33.2 percent we found it 33.2 percent of the time. So probabilities seem to be intrinsic to the reason we believe the theory at all.

In a Many-Worlds approach you have to rethink what you mean by probability, because now every outcome happens with probability one. In some world the electron is here and here and here. There has been a long argument, with papers up the wazoo, trying to make sense of something that looks like probability in a context where fundamentally there may not be any.

Carroll's answer starts with a prior commitment: he is a subjectivist about probability. The right way to think about probability is that there is something you do not know, so you attach various degrees of belief to different possibilities. This contrasts with people who think probability is an objective thing, who will tell you the only real probabilities are the frequentist ones: I could in principle roll the dice an infinite number of times and get a fraction coming up two, which would be a sixth.

But we use probability talk in all sorts of contexts where the infinite repetition is not available, like the probability someone wins a football game or an election. That is compatible with the subjectivist idea that probability indicates a degree of belief. And so is the rolling of dice: if you believe in deterministic laws of physics there is a fact about where the dice will land, but you do not know it, so you assign a probability. "So it's all fine."

Everett is just like that. When you measure a spin it is either up or down, so there are now two worlds. There is an empirical fact about the process by which that happens, which is that it happens really fast. It happens so fast that there is a moment when the worlds are separate, with a version of you on the up branch and a version on the down branch, but you do not yet know which. In that moment, which inevitably happens, both copies of your former self are uncertain about which branch they are on. They have subjective uncertainty about it.

And then the question. Are you forced to assign probabilities purely by the requirements of rationality? "No, you are not." Is there an obvious right way to assign them? "Yes, there is." And it turns out that even if you did not cook the books ahead of time, the obvious right way is the one that works for quantum mechanics, what we call the Born rule, after Max Born. Carroll cannot resist the trivia: "Olivia Newton-John's grandfather."

The technical phrase is self locating uncertainty. Greene glosses it correctly: telling you where you are in this. Carroll sharpens it: you might know the entire state of the universe except which one you are in.

And then Carroll makes the move that defuses the objection, by showing that self locating uncertainty is not an exotic metaphysical concept invented for Many-Worlds but something all of science already does. We do not know whether the dark matter is a weakly interacting massive particle or an axion. In some very real sense there are two possible worlds, one where it is a WIMP and one where it is an axion. If you say you think there is a 40 percent chance it is a WIMP, you are assigning some self locating credence to these possible worlds. "I think that all of science is that." Are you rationally required to believe the 40 percent? No. But there is a better way to do it.

His closing point is a comparison that runs in Many-Worlds's favor: there is more room to play in scientific theory assignments, because people disagree about scientific theories, than there is in Many-Worlds. "In Many-Worlds, it's so obvious what you should do." And as long as you accommodate yourself to probability subjectivity in the same way as to moral subjectivity, there is a lot of stuff that is not out there in the world, that we make up, and that is still really useful.

Are we just librarians? (1:29:47)

Greene asks the deflationary version of the question. Does this reduce the role of science and the physicist to taxonomy? Is all our work just figuring out which world we are in, which book on the shelf we pull off to describe ourselves? "Are we just librarians?"

Carroll's answer: that is more or less exactly Karl Popper's philosophy of science. Popper famously said we demarcate science from non science by what is falsifiable, and he did not like ordinary confirmation theory, Bayesian reasoning and things like that. He said what you should do is invent every theory, falsify the false ones one by one, and what is left is the right theory. So yes, in some sense that is what it is, for the worlds we are on and also for the laws of physics. If you think the laws of physics could have been otherwise, then what scientists do is discover what the actuality is.

They then separate the two things running in parallel, cleanly. In the space of possible worlds with different laws of physics, doing physics discovers our actual world. In the space of branches, looking around us discovers which branch. Carroll: "Same thing."

Greene asks whether that feels diminishing. To him it changes the game. Einstein famously asked whether God could have created the universe differently, and there is something deeply compelling about a unique universe that we are just trying to understand. If all possibilities compatible with the foundational equation are out there, it changes the nature of the game.

Carroll: "I can do no better than to quote our old friend Joe Polchinski," and then, at 1:31:54, the line that gets the biggest laugh in the video: "I never promised you a rose garden."

He adds the correction that matters technically: Many-Worlds does not say every possible world happens. It has to be compatible with the equations. But many, many, many worlds happen, and yeah, that is what it is like. "And again, our job is not to impose our desires on the universe, but to try to figure out the best account we can make of the universe we actually find ourselves in."

Entropy, complexity, and a science without a paradigm yet (1:32:14)

Greene opens the final topic by checking whether Carroll still has enough energy to continue. In recent years we have paid more attention to something beyond entropy, which Greene describes as a word people find off putting for some reason but which is really just a measure of the amount of organization or lack of it. There is this other notion called complexity, very useful for understanding the actual structures we see in the world. What insight does it bring that entropy and the second law gloss over?

Carroll thinks complexity is a wonderful scientific concept, in part for a reason some of his complexity friends disagree with: he would argue it is pre paradigmatic. Thomas Kuhn had the idea that when a new science comes around you do not know the rules of the game. You do not know the important examples, the important equations, or the questions you should be asking, and you are fumbling around the way Galileo and Descartes were trying their best with classical mechanics before Newton came along and gave you the paradigm, after which you have questions everybody agrees are important and everybody is pushing forward in the right way.

Complexity is not there yet. There is no agreed set of the most important things. There exist textbooks on complexity science and they all have a grab bag of different topics: if this is chapter eight, we are talking about economics. So the aspiration, and Carroll insists this is a matter for reality to decide rather than something we can settle ahead of time, is whether there are features of complexity as such that are common to economics, computers, biology, and consciousness enough that we can usefully use these tools. He thinks there is a lot of evidence the answer is yes.

There are different notions of complexity, different definitions, just like entropy. The very simplest is how much information you would need in order to describe a system, which is essentially Kolmogorov complexity. That sounds like how big the system is, but it is not. The integers are infinitely big, there are infinitely many of them, and Greene finishes the thought: but they are very easy to describe. Whereas the United States is smaller than the integers, and you need a lot of information to capture it.

Then there are more functional notions, and as a quasi philosopher, "as a sort of fake philosopher," they rub Carroll the wrong way. What is a function? What is a goal? What is a teleology? People invoke these words fearlessly, and he is a little fearful of them.

Still, he gives the definition he finds most illuminating, and it turns on a distinction between two words that sound alike. A car, by this definition, is not complex. A car is complicated. You have many different pieces that come together and each piece has one role. Complexity happens when you have many different pieces that do not start off having different roles, but come together and take on different tasks for the greater thing. The cells in your body start off similar. The people in a society start off similar. The starlings in a flock. And you get complex emergent behavior out of the interactions between the pieces.

So there is something true and real in all these conceptions. But the question, just as with Everettian quantum mechanics, is show me the money. What are you going to do with it? What are you actually going to learn from it?

The one thing complexity science really explained (1:36:06)

Carroll's favorite example of something we actually learned comes from Geoffrey West and his collaborators at the Santa Fe Institute. He flags the jargon with a joke: "I know the audience likes to get some buzzwords for cocktail parties, allometric scaling relations."

In mammals, for example, there is a relationship between mass, metabolic rate (which shows up in the heartbeat), and lifespan. All these different variables turn out to be tightly correlated. And something noticed since the 1930s or so is not only that they are correlated, but that they are correlated by power laws. Metabolic rate is roughly, and Carroll stresses this is all very rough, mass to some power. Lifespan is mass to some power. You plot them and it is beautiful. For biology, it fits the data really well.

Then someone else noticed the punchline: not only are they mass to some power, the powers are all a quarter, or minus a quarter, or three quarters. And sometimes they cancel out. So if you take the heart rate of a mammal and its mass, that does something, and its lifespan does something, and you multiply them, at 1:37:32: "every mammal gets one and a half billion heartbeats in its life."

That is the kind of thing that calls out for an explanation, because it cannot just be random. And West and his collaborators explained it. They came up with a theory based on bifurcating networks that end in nodes with constant energy rates, in which that one fourth is one over the dimensionality of space plus one. Greene: "Really?" Carroll: "If we were in four dimensional space, it'd be one fifth." Greene: "It'd be one fifth." Carroll: "Exactly."

Is it predictive? Maybe not, Carroll admits, though you can predict things you have not measured yet. But it is explanatory in a really nice way. And the aspiration is that this is the beginning of a paradigm: a set of ideas about networks and power laws that can grow into an explanation, because power laws are everywhere. The internet. Your brain. So there is something to the idea that when you have many little pieces working in concert to produce higher level emergent complex behavior, there are certain ways that generally robustly work and certain ways that do not, and that will be the study of complexity.

ALLOMETRIC SCALING IN MAMMALS: WHY THE EXPONENTS CANCEL mouse cat human elephant heart rate, beats per minute slope: minus a quarter lifespan, years slope: plus a quarter 1000 100 10 1 10 g 100 g 1 kg 10 kg 100 kg 1 t 10 t body mass (log scale) heart rate × lifespan: slope 0 about 1.5 billion heartbeats per lifetime, for every mammal
Figure 7. The result Carroll picks as the one thing complexity science has genuinely delivered. Two power laws of opposite sign, both quarter powers of body mass, whose exponents cancel when multiplied, leaving a constant number of heartbeats per life across five orders of magnitude of animal. Curves are the standard mammalian fits (heart rate around 240 times mass in kilograms to the minus one quarter, in beats per minute), and the human marker is deliberately placed where it belongs on the fit rather than where humans actually sit, since we are a well known outlier who live longer than the scaling predicts. The theory behind it, from West, Brown and Enquist, derives the quarter from one over the dimensionality of space plus one, which is why Carroll notes that in four spatial dimensions it would be a fifth.

Will AI transform physics research? (1:39:01)

Greene brings up one more topic before they wrap. They had spoken about AI earlier only in the context of consciousness. Now: what about the future of physics, and the role these systems may play in advancing our understanding more quickly and more effectively? He has had conversations with colleagues who say things like "pick your final problems," because five years from now these systems will be doing the work.

Greene's own experience is limited but pointed. He wrote a paper recently with Janna Levin, Massimo Porrati, and Daniel Kabat. He wondered how long it would take him, treating Claude or ChatGPT like a graduate student, to get it to the result. It was not long. "It was like a really good graduate student that could sort of get right there." And it is pretty early game. (The paper is Klein Bottle Cosmology, by Greene, Kabat, Levin and Porrati.)

Carroll thinks it will be transformative and that it will not wipe us out. "Like you don't need to pick your last problem. You have at least three or four problems." Greene: "There it is." Carroll: "I think that's right." Greene: "Well, that's even just in my lifetime."

Then Carroll's story, and it is the sharpest concrete data point in the last half hour. He does not want to speak for Greene's students and does not want to be them. At Johns Hopkins a postdoc gave a lunchtime talk. He was someone in the weeds of the data in gravitational waves. He had a data set from LIGO, two black holes inspiraling. What you would typically do is study the system, analyze it, get the period, and write a paper.

He instead wrote a prompt about a page long. He had the data on his computer and an LLM on his computer. At the beginning of his talk, he submitted the prompt. An hour later, the paper was written. Greene: "Oh, Jesus Christ." Not just the analysis. The paper, with references, with plots, with the whole thing. Greene checks: this was fresh data the system had not ingested before. Carroll confirms it had not been analyzed before.

Carroll's read is measured. Of course you are going to want to check it, because they make mistakes. But he is impressed rather than surprised, because that is a closed problem. Greene: it is algorithmic. Carroll agrees. So the aspiration is that LLMs make all the boring stuff go away, the drudgery, leaving talented creative human beings to do the real work. Carroll, deadpan about the framing: "I mean, tone of voice and all that, but yes, in real sense."

He uses LLMs in his own work. As friends of his put it, they are an accelerator. But: "I would never cut and paste from an LLM output into a paper." Which leads to the arXiv policy. Greene knows there has been a debate about how to treat submissions. Carroll: they came up with a policy that if you have even one hallucinated reference in your paper, you are banned for a year from submitting. Greene: "That's a pretty low bar." Carroll: "You would think." And then the comparison: we have had people fired at places like The New York Times and Ars Technica because they were grown up reporters who took the shortcut.

What LLMs can and cannot do in scientific discovery (1:42:14)

Carroll grants that LLMs are really good for learning things that are already understood by somebody else and not by you. You can ask questions and dig in.

But he was doing a research paper, and by the nature of the research he does, it has not been done before. Greene: "We hope." Carroll: it is close, it builds on things. Because it has not been done before, he was asking the LLM to explain why a certain function had a certain property, a very standard thing. "And it was wrong over and over and over again. And it was self-contradictory in its own things." Greene, from experience: "And it apologized a few times." Carroll: "And it apologized, says, 'Yes, I was contradicting myself.' And then it would contradict itself again." Greene asks which one he uses. "I use either Claude or ChatGPT. I go back and forth. They're good for different things."

Carroll acknowledges the state of the art is improving and will improve. But then the claim that gives the section its shape: he can easily see a world in which LLMs could have solved Einstein's equations to find the Schwarzschild solution for the gravitational field of the sun. "I don't think they would've invented general relativity."

Greene wonders about that. Post facto we can always tell interesting stories that make it feel inevitable. When he thinks about general relativity he uses the rigidly rotating disc to see how curvature would naturally appear. And once you have curvature in the story, if you are really smart as the LLMs are, you bring in the mathematical architecture: the Riemann tensor, the Ricci tensor, the metric. And now you are knocking on the door of general relativity.

So Greene wonders. He says it is a very hard experiment to do, because the systems are already infected by the history of the subject and have ingested everything. He would love an experiment where you train the system and carefully excise any reference to general relativity. Could it get it?

Carroll: "So they've done that." Greene, surprised: "Oh, they have done that." And Carroll's report is one of the best details in the video. It is kind of hilarious. If you train an LLM only on data that existed before, say, 1913, the LLMs do not believe in special relativity. "Because you and I forget that people didn't believe in special relativity." Greene: "Oh my God, I know that well." And then his aside, delivered fast: "The anti-Semites especially didn't believe." Carroll: "Well, yes, there was that. But now we know that it's established, we tell ourselves this rational reconstruction of the story."

The methodological detail matters and Greene checks it: it is not that you give it the whole corpus and then remove everything post 1913. You only ever give it things published before that date. Greene: how well did it do? Carroll, honestly: "As far as I can tell, they don't think it does very well at pushing."

He immediately hedges in the right direction. He would have been wrong five years ago if asked how good they would be now. But he thinks the framing of good at reasoning versus bad at reasoning is wrong. They are good at a certain type of reasoning. At 1:45:20: "They're super good at interpolating between existing facts. They're super good at remixing and pastiching facts. Like explain the standard model of particle physics in a series of 100 haiku. They could do that better than me." Greene: "Yeah, really can. It's amazing." Carroll: "But it's much harder to go beyond." Greene: extrapolating is hard.

Will human physicists become obsolete? (1:46:05)

Greene raises the sociological question that the LIGO story implies. What will happen to the need for graduate students? We are meant to be training the next generation, but if we are more selfish and just trying to push our own research agenda forward, that whole structure, which has been sociologically really important, may be strained.

Carroll's answer, offered with the caveat that he does not think he is just telling himself stories to feel better, though maybe he is: human beings are always going to be crucial. Always, in the next 100 years, let us say. Even with the rotating disc, you have to think of the question to ask. Greene agrees twice.

And the reason he gives is the same one he used against LLM consciousness, which closes the circle on the whole conversation. We anthropomorphize them and they sound human because they are trained on human speech, but the process that gets them there is fundamentally different. So what he does believe is that maybe someday we will have different versions of AIs that are not LLMs, that are not just learning models, that more closely approximate the human thought process, and those might put us out of business. Greene extends it: or a completely different methodology that just blows us all away. Carroll: "Right, even better than what we do."

Greene closes it: "All right, well, in any event, it's an interesting future. So thanks so much for the conversation and joining us today." Carroll: "Thanks, Brian."

Best quotes

"So I think you have to simultaneously allow yourself to always ask, is there a better explanation? Is there a deeper level? Is there a reason why? And be prepared for the answer to be, no, there is not." Sean Carroll, 0:41

"What exists is the world. What exists is stuff out there, and we invent these languages to talk about it, and mathematics is just such a language." Sean Carroll, 8:03

"So I think that's 100% a viable possibility, and I spend zero time worrying about it." Sean Carroll, 15:08

"We have made the Library of Babel, but rather than a collection of books, it's called the alphabet. Every book that could ever be written is implicit in the alphabet. All you have to do is just rearrange the letters." Sean Carroll, 21:52

"I am completely untempted by invoking some deistic God to provide an explanation for things like why the universe exists rather than doesn't, precisely because then you have to say why does that God exist rather than doesn't?" Sean Carroll, 25:06

"I don't know if it's real. I don't think it is. But if you're out there, Mom, you know, protect, or if Dad." Brian Greene, 35:19

"For me, that does not happen in praying. It happens while playing poker. And I'm saying, I do not believe that person has a full house." Sean Carroll, 36:23

"We're made of particles, particles obey laws of physics. But then you want to say, I can't intervene to change what the particles are doing. That's just a grammatical mistake." Sean Carroll, 41:38

"The law of supply and demand is nowhere to be found in the standard model of particle physics." Sean Carroll, 47:13

"LLMs, large language models, don't get bored. They don't experience the passage of time. You can just turn one off, turn it on. It just pops up just as well." Sean Carroll, 49:42

"At the level of the postulates of the theory, the axiomatization of the formalism, it is literally impossible to conceive of a simpler version of quantum mechanics. At the level of matching it onto our experience, it is the hardest." Sean Carroll, 59:37

"It's not about the worlds, it's about obeying the Schrodinger equation all the time. And that's where the questions come from." Sean Carroll, 1:10:08

"If I look at the history of physics, more often than not, the mistake has been on the side of not taking the implications of your theories seriously. We lose the courage of our theories." Sean Carroll, 1:12:15

"The universe is sui generis, Latin, for it's its own thing. It's not a thing. It's not like made of macaroni or whatever." Sean Carroll, 1:21:18

"But the dramatic claim is that a quantum state living in Hilbert space could be an exact and complete representation of physical reality." Sean Carroll, 1:21:39

"It would also be completely insane that we human beings here in really the 20th century stumbled upon on this little planet, in the outskirts of this galaxy, we stumbled upon the fundamental description of the entire reality. And moreover, it's radically different from anything we see." Brian Greene, 1:22:00

"I can do no better than to quote our old friend Joe Polchinski, where he said, I never promised you a rose garden." Sean Carroll, 1:31:54

"Every mammal gets one and a half billion heartbeats in its life." Sean Carroll, 1:37:32

"At the beginning of his talk, he submitted the prompt. An hour later, the paper was written." Sean Carroll, 1:40:50

"I can easily see a world in which LLMs could have solved Einstein's equation to find the Schwarzschild solution for the gravitational field of the sun. I don't think they would've invented general relativity." Sean Carroll, 1:43:15

"They're super good at interpolating between existing facts. They're super good at remixing and pastiching facts. But it's much harder to go beyond." Sean Carroll, 1:45:20

Where it stands

Most of what these two say is either settled physics or clearly labelled opinion, and they label it themselves as they go, which makes the honest accounting short.

Settled and uncontroversial: Gödel's incompleteness results and the failure to pin down the integers with a first order axiom set; the Schrödinger equation, superposition, and the fact that Everett's formulation adds nothing to it; the empirical success of the Born rule; the fact that de Broglie-Bohm reproduces non relativistic quantum mechanics and is hard to extend to relativistic quantum field theory; the second law and the arrow of time; that allometric quarter power scaling in mammals is a real and long documented empirical regularity; and the arXiv policy on hallucinated references, which is real and was announced in 2026.

Genuinely contested, and presented that way in the video: whether Many-Worlds is correct. Carroll makes the strongest available case for it and is candid that the price is a reality radically unlike experience, that the probability problem required real work, and that his own answer to it turns on a philosophical commitment (probability as degree of belief) that not everyone shares. The derivation of the Born rule from self locating uncertainty is his own program with Charles Sebens, and critics do not accept that it dissolves the objection. The APS survey Carroll cites is the best available snapshot and shows no consensus at all: string theory leads quantum gravity at 19 percent, one point ahead of the view that gravity should not be quantized.

Carroll's own live research claim, which he flags himself as unpursued rather than proven: that the fundamental theory is a quantum state in Hilbert space with space, time, particles and gravity all emergent from it. He says plainly that the answer may be no and that people have not tried. It is a program, not a result. His book length version is Reality as a Vector in Hilbert Space.

The philosophy is philosophy, and both speakers know it. Humeanism versus anti-Humeanism about laws, mathematical realism versus nominalism, compatibilism about free will, and the conceivability of philosophical zombies are open questions in the professional literature where serious people hold every position on offer. Carroll's positions are mainstream within naturalist philosophy and firmly on one side of live debates, not consensus. Greene's more Platonic instinct about an uber law is equally respectable, and he says as much when he admits he cannot fully defend it.

Two smaller things worth noting. Carroll's LLM claims are reported from talks and papers rather than defended in detail: the emotion vectors work is Anthropic's own interpretability paper, which explicitly declines to claim subjective experience, and the pre 1913 training experiment is described secondhand, with Carroll adding that as far as he can tell it does not do very well. And the phrase "Kelvin's paradox" is Carroll's shorthand for a cluster of nineteenth century thermodynamic puzzles rather than a standard textbook label.

Resources mentioned

Full transcript
So how then do you make peace with the fact that there are such replicable, and repeatable, and reliable patterns that happen out there? If, you know, you have this feeling from your experience of the everyday world that if you see patterns, if you see things that, you know, reliably happen again and again in the same way, there is a reason why, right? Yeah. It's not just an accident. And given that kind of attitude, the universe clearly has patterns in it. There has to be a reason why. And so if you're not gonna say that it's God doing it, then maybe you're saying it's the laws of physics doing it. So I think you have to simultaneously allow yourself to always ask, is there a better explanation? Is there a deeper level? Is there a reason why? And be prepared for the answer to be, no, there is not. Hey, everyone. Thanks for joining us. Today's conversation is gonna focus on the foundations of physics, how the world actually works when you dig as deeply as we have been able to so far. And I'm so pleased that I'm being joined today by someone you all know from his bestselling books. That is Prof. Sean Carroll from Johns Hopkins University. Hi, Brian. Good to see you. Yeah. So I figured we would just mix it up and see where this conversation goes. There's a lot, lot to cover. A lot of universe out there. Exactly. There is a lot of space. I want to begin with something that I find that many people in our field have a wide variety of perspectives on, which is, well, look, maybe I would say it this way. When I was a kid, by which I mean like when I was 20 or 30 (laughs) (laughs) Yeah. You know, my view back then, which has changed, was that Einstein's equations were out there governing the universe. Schrodinger's equation was out there, and like the math to me was reality. I didn't really draw a distinction between the two. And then over the years, as I've thought more about things and become, I don't know, old or whatever, I now have flipped the other way. I see mathematics as a construct of the human mind that we are pattern seeking creatures, and math is a very good language for encapsulating those patterns, and so that's what we do. We come up with the language, we come up with the symbols to articulate pattern and that's what mathematics is, and that's all that the laws of physics are, a human attempt to encapsulate the patterns that we see out there, nothing more than that. Where do you stand? What is the right answer, you're asking? Yeah, that was the right answer. (laughs) Yeah, good. We're starting at the top here. These are big, difficult issues right at the intersection of natural science and philosophy, right? In fact, I would almost subdivide them. There's kind of two things going on here. One is the issue of mathematical realism. - [Brian] Yes. Platonism versus something else, sometimes nominalism. We have lots of -isms to describe all these things. I think that many working mathematicians are on the side of your youthful self, right? Yes. Who thought that mathematical objects real, they're out there and we're discovering that. And they get mad at me when I say otherwise. They do, they do. I have to say I've had this experience. You've been tainted by your association with physicists. Yeah. But, so honestly, like I'm open to that idea, but I don't see how it would matter. You know, like as physicists, at the end of the day, we want to say like, what difference would it make if it were not true? That's like a generalization of Karl Popper saying you should be falsifiable, right? Like, I'm not so strict about falsifiability, but I do want to know, does it matter? Wouldn't it matter to your heart of hearts? No, it truly does not. It really wouldn't? Because let me give you an example though. So I was at some conference, I think it was in Utah or Arizona. I can't remember. Some state out there. And I was sitting next to a mathematician, and we just were having this conversation over lunch. And he was at first appalled that I really, truly believed what I was saying. He thought I was just trying to be provocative. And I was like, "No, that's really how I feel." And then we continued to talk throughout the conference, and by the end of the conference, I kind of felt that he was having a little bit of an existential crisis. He was like, "I get the argument that this is all made up. I've never really felt or believed it. I just sort of dismissed it. But now that I really engage with it, maybe there's something to what you're saying." And then he said, "I wonder what I have been doing, because if the math isn't out there, I've spent my life playing a game, in essence." - [Sean] Right. - "Of trying to solve these various human made puzzles, which ultimately that's what it would reduce to if math is not somehow anchored to reality." So it seems like these questions can really matter, at least to some. But I guess you're saying as a physicist you're like, "Ah, whatever," you know. Well, I think you're absolutely right, you and your erstwhile friend. Yeah. (laughs) It matters to practice, right? It matters to how we pursue what we're doing. I'm a big believer and, you know, Richard Feynman has said this, like many other things. He said something lots of people believe, but he said it very nicely that, you know, theories in physics can be absolutely equivalent in their predictions and so forth, but they can be spiritually different. Yeah. Right? You just capture the same stuff in a different language. And I'm very much of the opinion that we are not finished with physics yet, and presumably we're not finished with math either, and therefore the direction you might be tempted to move toward to make things better might be heavily influenced by your opinion about, is this real? Am I just making it up? Blah, blah, blah. Right. And there's even more, you know, down to earth arguments. You might know, among the many wonderful things in 20th century mathematics, we learned how the old dream from Euclid to Hilbert would be that we would write down the axioms, and they would prove all the theorems and math would be done. And then Godel comes along. And Kurt Godel said, "No, no, no, that's not gonna work." Right. And one of the ramifications of that was if you have a set of axioms, so you say like, I have a number called zero, and whenever I have a number N, I have a number N plus one, right? You build up the integers this way or the natural numbers. And it turns out that what you're trying to do is capture the essence of this thing you thought you understood, the integers and you can't. (laughs) Yeah. You literally can't write down a set of axioms that gives you the integers as you know them and nothing else. Yeah. And so one argument for mathematical realism is, but I know what the integers are. (laughs) So whether the axioms capture them or not, I know something about reality there. - [Brian] Right. And it's not just a matter of sort of describing things that I see in the world. But anyway, but I'm not on that side. I am on the side, I even wrote a paper nudged by your colleague at Columbia, Justin Clarke-Doane, who is a philosopher who does philosophy of math and also other things. Because, so this is a funny story. Justin wrote a book called "Morality and Mathematics," and it's about the reality of both morality and mathematics, right? And he starts by saying like, mathematics is the most well-founded thing we have. Morality is the least well-founded thing we have. But in fact, when you look at them carefully, there's a lot of similarities. And he opens the book with a quote from me, which I thought was very charming, from my book "The Big Picture" where I'm saying, "I am not a moral realist. I don't think that there are morals out there in the world that really exist that we can test." Yeah, neither do I. Yeah, yeah. Right. And then on page two or whatever, Justin says, "But of course, someone like Sean Carroll's a theoretical physicist, has to be a mathematical realist because he believes in the laws of physics, and they're expressed in the language of math." And I told him, "But I'm not a mathematical realist." So anyway, he nudged me to write this paper that I called "Reality Realism," which basically was the attitude you just said. What exists is the world, right? What exists is stuff out there, and we invent these languages to talk about it, and mathematics is just such a language. Right. But to finish the original, original thought, there's a separate issue, separate distinction that is closely relevant here, which is about not mathematical objects, but the laws of physics. Right. Are they real as things that bring, that breathe fire into the equations, right? Stephen Hawking. As Stephen Hawking says. Yeah, right. So there's this view called Humeanism, after David Hume that says, again, what we were just saying, no, like the world exists. There's a bunch of stuff and they're just doing things, and we invent descriptions of it, and that's what the laws of physics are. There's another view, which is called anti-Humeanism, because no one famous wants to attach their name to it, which says, no, no, the world happens, but there are things that you might think of as the laws of physics that generate the world, that they have some power to govern the world and bring it into existence. And again, I see the temptation for that because otherwise, why are there patterns at all? Yeah. Right? You know, why do you just get random craziness if there's nothing governing it? But on the other hand, I say like, well, what if there weren't? What if there was just the universe doing its thing without anything governing it? How would you know? And so at the end of the day, I guess my inclination is always to ask, what is the minimal set of beliefs I need to have to come to an understanding of the world? And I don't think I need to understand that in addition to the physical world, there are either laws of physics or mathematical objects. So how then do you make peace with the fact that there are such replicable, and repeatable, and reliable patterns that happen out there? Now for myself, in the back of my mind, I think I'm a little inconsistent, because I think in the back of my mind, and I do use this language, I speak of the laws of physics. And by that I don't mean Einstein's equations or Schrodinger's equation because I don't know. They could be provisional and they presumably are provisional. But I do somehow, I think, imagine that there is some uber law that somehow is part of the rock bottom reality. Now, I think all we humans can ever do is approximate that law, you know, get close to that law. Maybe we'll be lucky and we hit upon that. I don't know. You're literally a string theorist. You have to think that we could do it. Exactly, you know. But I think that is what is behind my intuition. It's hard for me to imagine having a sense of coherence without that as part of the architecture. Do you similarly have that underneath at all? I have the feeling. I get the feeling. I sympathize with the feeling. Like if, you know, you have this feeling from your experience of the everyday world that if you see patterns, if you see things that, you know, reliably happen again and again in the same way, there is a reason why, right? Yeah. It's not just an accident. And given that kind of attitude, the universe clearly has patterns in it, there has to be a reason why. And so if you're not gonna say that it's God doing it, then maybe you're saying it's the laws of physics doing it. The third option is, no, it just is. Yeah. Right? And so I try to accommodate myself to the belief that it just is, (laughs) even though I see the temptation to say, no, there's something causing it to be that way. Because even though I see the temptation, at the end, I don't see what is gained. - [Brian] Right. I mean, I do think the laws of physics exist as descriptions, not as governing essences. But that's interesting because I think, like we've not had this conversation before. No. But I think we're in the minority. You totally amused me here. I had no idea- Yeah, right. Sorry, yeah. I was not ready. (laughs) But I think we're in the minority among our colleagues is my guess. Yeah. And you know, we're that, maybe because we both think about foundations and, you know, things that I don't know. But in terms of the practical utility, if you get really comfortable with the perspective, it just is, do you think that undermines motivation for like pushing beyond? Because at some point you hit a wall, and I guess the question is when do you invoke- Right. That kind of reasoning? Yeah, I think that's a great question. My attitude toward that is there's never a point at which you can demand a further explanation. Like whatever you see and believe about the universe, it might be the case that that's it, like that's, it's just like in fact, Nancy Cartwright, philosopher of science has famously put forward this idea the laws of physics aren't even unified into one big law. It's just a patchwork, right? There's the laws that are appropriate here, laws that are appropriate there. I do think, like you, that there's probably one best underlying set of laws, and I think that those laws exist as descriptions, but that's just another way of saying that what exists is the world. Right. And if you want to go further and say, but why does the world exist? Why does the world have the properties it does? I think you have to be happy with the answer that at some point, it's just like that. - [Brian] Right. So I think you have to simultaneously allow yourself to always ask, is there a better explanation? Is there a deeper level? Is there a reason why? And be prepared for the answer to be, no, there is not. Right, right. Now, you know, through the history of science, the history of our species, we have gotten ever better at examining the world, right? In the earliest moments, our brethren looked upward, and they used their eyes to see what they could, their ears to hear what they could and so forth, and so they had a limited data set to try to explain and gain a sense of what happens in reality. As we march through the history of our species, we get better, we realize that the light we can see with our eyes is a small part of this gigantic electromagnetic spectrum. There's so much more out there. So do you spend any time worrying about, and the answer may be no because there's not much we can say about it, but do you spend any time worrying about the possibility that the patterns that we are aware of are the patterns that we can be sensitive to, either through our own senses or the equipment that we build. Maybe that's like a slice through this gigantic reality that we're not at least as yet privy to, and maybe therefore the patterns that we're seeing are like misleading. You know, maybe there's a whole rich reality out there that just violates what we would have thought based upon the things that we can directly sense. So I think that's 100% a viable possibility, and I spend zero time worrying about it. Right. (laughs) (Sean laughing) I mean, I would absolutely buy an argument that says that's already happened with the transition from classical mechanics to quantum mechanics. Yes. Quantum mechanics, as I think about it, is very much a story of stuff that is entirely alien to the everyday world in some very real sense, and there's this complicated story to be told about how to connect it to the world, and that story implies the existence of many, many things we can't see, and that we are only experiencing a tiny sliver of reality. But we were drawn to that, we were forced to that by trying to explain the world that we do live in. Yeah. And we do see. And so I think that it's completely plausible that we're driven to some picture because it's the best explanation or account of the tiny bit we do see, even if what we do see is a tiny bit. If there's another level where there's a whole bigger reality that just has no impact on what we see, then I'm less interested. Yeah, for sure. Like, yeah, okay, maybe, but I mean, then it's a simulation argument or something like that. Right. I remember there was a workshop at the Santa Fe Institute, where I'm a part-time faculty member, and it was called Limits of Explanation. So you know, at what points do we just reach, you know, our human inability to go any further in explaining the world? And we were chatting back and forth and, you know, having, and at some point it dawned on me, like, I'm like, "Wait a minute. Do you people think that we're close to the limits of explanation?" And they were all like, "Yeah, we might be very, very close. We might be running out." I don't think we're anywhere close to the limits. And what gives you that confidence? I mean, I think I share that general perspective, you know. I mean, you know, the example that I like to use was actually in a little section of a Nova program that I did years and years ago, where I was at a blackboard lecturing general relativity to some student who was clearly not getting it. I was getting frustrated, and the camera pans and it's a dog. You know, and the point which the audience seemed to miss, unfortunately. I wasn't trying to say that they're like the dog. I was trying to say dogs are smart, but they have intellectual limits, we think, on what they can understand. Although every time I say that I wonder if the dogs are barking at us humans- They're smarter than us. They don't know. They haven't gotten the unified theory yet. But putting that to the side, you know, they have limits, so we have limits. But we've never seemed to hit the wall, and we're always able to go forward. So I feel that like you, I suspect, very optimistic that we have a fine future ahead of us as, you know, a species of explorers. But yeah, I mean, there's every reason to believe that there are limits to what this brain that evolved for a very different purpose. It didn't evolve to understand physics. It evolved so our forebears could survive in the African savanna. So why would it be fine tuned for these kinds of questions? Well, I do think and there, I don't know how common this view that I have is. I do think that there's been a phase transition somewhere in between the dogs and us, where we are somehow Turing complete. (laughs) That is to say in the language of computation theory, Alan Turing. - [Brian] Yep. And I'm only using this in a sort of vague sense, not a very technical sense. But he had this idea that there was a set of functions that could be computable by a computer, and they're called the Turing complete functions. And some computers just don't have the ability to calculate all of them, but once you have a big enough or powerful enough computer, there's no limits. You can just calculate all of them. And I do think that human beings sort of cross some threshold of an ability to abstract where I don't see any evidence, other than a kind of humility, that there's another threshold out there that we haven't yet crossed- - [Brian] Yeah, right. That would allow us to understand further things. And again, maybe it's there, but the data is not forcing me to worry about that one. Yeah, no, it kind of brings to mind a thought that I have, which I've not shared much about because I can't make it precise. But just among friends, you know. Yeah, no one will know. No, it feels to me, like maybe this is related to that phase transition, but it feels to me that a critical moment in our intellectual development as a species was our ability, at some point, to invent metaphors. It feels to me that metaphor is the moment when you say, you represent something real by a word that no longer is directly tied to its reality. And so once you can symbolically represent the world, now you can write down an X for a position, or an F for a force, just to be flatfooted in the metaphorical representation of real things in the external world. And to me, that is where mathematics ultimately comes from. It's a metaphorical description of things that are actually happening out there in a poetic language that still allows us to calculate and make mathematical predictions, because we can then go backwards or forwards in this metaphorical description of things. That to me is a moment. Now, I've discussed this with a few people, and they're like, "Eh, I don't know, you're making too much of metaphor." But it feels to me that that's kind of what we do. I don't know. Yeah, so actually, I'm more or less completely on board with what you just said. I also cannot put it in precise language, but I do think that there's something in the combination of metaphor, symbolism, abstraction, imagination, counterfactual reasoning, logic, like all of these things, language itself, right, that gives us a way to think about not just the world, but possible worlds in a very, very powerful, abstract way. Yeah. You know, there's a famous story by Borges, "The Library of Babel," right? Babel, yeah, I know it well. Where he says- I teach it to my students. Excellent. Good. So let me ask if you tell them the following thing. Probably not, but let's hear it. Well, for those who don't know, the story is, you know, you just have a library with a set of books of some fixed length. Do you remember what the length is supposed to be? - 440 pages. There you go. I probably got that wrong. Okay. Someone will correct it. And basically you just fill up the books with, someone filled up the books with every possible sequence of symbols, right? So there's many, many books. If you can calculate the number of books, it's quite large, but you have a finite alphabet, a finite length of the books. There's a finite number. Yeah. And somewhere in the library is every book ever written or ever will be written. And you might say, "Well, what if my book is 500 pages long?" Then it's just two books. You say one book. But okay, and there's lots of fun things to say about that. But then if you step back and think about it, we have made the Library of Babel, but rather than a collection of books, it's called the alphabet. (laughs) Every book that could ever be written is implicit in the alphabet. All you have to do is just rearrange the letters. Rearrange the terms, yep, yep. Right? But what hopefully that drives home is that rearranging the letters is the hard part. The existence of the symbolism is a tool- Or finding the card catalog is the hard part. The card catalog is the size of the library, sadly, right? Yeah, right, right, exactly, yeah. So, yeah. So, like, it's combinatorics that does it, ultimately. The fact that when you have symbols that can take different values, and you arrange them in a string, the number of possible strings just blows up to some huge number very, very quickly. Much more quickly than things like the number of atoms in the universe. Yeah. Right? So we'll never explore the space of Borges' library, Borges' library. What we'll do is carve paths through it, and that's where we started with, you know, thinking about math or physics in different ways can suggest different ways to explore this vast space of possibilities. Yeah. Now, within that library, of course, there is, there are deep truths in some of these books, and the hard part is finding which books have the deep truth that's of interest to whatever issue you might be facing. We have of course encountered a variety of problems in theoretical physics, for which it's not that we haven't yet made progress. It can be hard to imagine how we would really make progress. You know, the big one perhaps is why is there something rather than nothing, right? Exactly. Leibniz asked this question a long time ago. And within the paradigm of modern science, it seems that we don't quite have the tools to even address that question, because you look at any theory of modern physics, you got to start with something, right? You got to start with, you know, some ingredients, some symbols of space or time where we're getting a little bit beyond having to, you know. But when it comes to questions like that, that of course is the place where there's some who'll say, "Well, that's like where God comes into the story." And frankly, if you're gonna limit God in that way to stand outside the place where physics operates, I'm like, okay, you know, that doesn't affect things beyond a sort of a deistic perspective. But I'm not drawn to that way of thinking about things because I just feel like, as we were saying, we can make progress, and we can go further back, and we can shrink the gaps in our understanding and so forth. Are there questions where you would imagine that that, you know, a deistic approach would have any purchase on you? Or is that just no way. That is just a cheap, lazy way out, and I'm not gonna go there ever? It almost has none, to be honest. I'm not tempted by that. Like I get the temptation to think the laws of physics are real because the universal bases patterns. I am completely untempted by invoking some deistic God to provide an explanation for things like why the universe exists rather than doesn't, precisely because then you have to say why does that God exist rather than doesn't? And believe me, I went to Catholic school. Oh, is that right? The Pope and I are, you know, we went to the same undergraduate institution. To what grade? To what grade? College, college. Really? Yeah. Wow. Yeah, yeah, Villanova. Oh, amazing. Me and the Pope, we're very close. No, so then what was that like? Were you practice- Well, my point is Were you practicing? I was totally non-Catholic. Villanova let you be non-Catholic, as long as you took a lot of religion courses, which I had to do, so. But that was potentially interesting or was it really doctrinal- Super interesting. Or was it more- No, super interesting. Look, my wife Jennifer, who is an ex-evangelical- Yeah. You know, went to a deeply religious evangelical college, and she says the most rational people there were the religious studies professors, because they cared about the subject matter, rather than just using it as a symbol for something else. - [Brian] Right, right. So yeah, no, my religious studies and philosophy professors at Villanova had thought very carefully about all these things. Many stories there to tell. But the point I'm trying to get at is I know very, very well the counter arguments to when I say, "If you're explaining the universe as a contingent fact by invoking God as a necessary being, why can't I just say God is contingent?" And they do have counter arguments, and I think that they're entirely unpersuasive. And I think, again, it doesn't get me anywhere. It doesn't lead anywhere interesting. I do think that the question of why there's something rather than nothing is the leading candidate for a question to whom the answer is, "It just is, you just got to accept it." And maybe there's a better answer, but it's not gonna be a satisfying answer. It's gonna be an answer of the form, "You're not allowed to ask that question because there's no such thing as non-existence that we could have had as another option." Right, because there can be questions that satisfy the rules of English grammar. Of grammar. But yet they may not be as sensible as they illusorily seem to be, because language can be misleading and makes you- That's exactly it. Makes things of that sort. So, you know, when you think back to Villanova, you know, no doubt like I, you've had various debates and conversations over the decades about these issues. Is there any part of you that has even the slightest envy for folks who really do believe? (Sean laughs) Because it gives a, you know, ready-made sense of meaning or purpose, or that death is not the end or, you know, or does you just like, (grunts) I just don't care about that? No. No part of me is envious for two reasons. One reason is that I've seen people who are religious in situations of tragedy or things going badly. They don't handle it any better than atheists or agnostic do, as an empirical matter. Like they're just as upset by death and whatever. But more importantly- But long term, have you not seen that someone's faith, you know, however much... Let's not even judge whether it's objectively true, but the subjective belief can at least, in some cases, help someone get through a traumatic period by virtue of seeing it part of a greater plan. But that's the thing, it absolutely can. Yeah. And it can absolutely torture you for no good reason. Sure. Yeah, yeah, yeah. (Sean laughs) So the problem is exactly for me like just moral objectivity or moral realism. You know, wouldn't you feel better if you thought that your moral rules that you were following were out there and objectively true in the world? Well, what are the right ones, right? Yeah, yeah, yeah. Like what are the beliefs that you have, if the beliefs you have are not actually correct beliefs, then there's no guarantee that you're gonna have beliefs that will help you or help the world. Now I completely, I'm not one of these atheists who thinks that religion is absolutely bad for everyone under every circumstance. Should be wiped off the face of the earth, yeah. Well, I do, I mean, part of me thinks it should be wiped off- Really? In the sense that I think that it is wrong, and I think that I would be, the world would be better if more people were correct in their beliefs. But- I don't want to go around wiping it out, but I want everyone to have true beliefs. But when you say wrong- Yeah. Presumably it's on the very specific scale of describing an objective reality. But if you have a somewhat more nuanced sense of truth, there's like objective truth that everybody, and then there are subjective truths that we just hold inside. I guess my view has been if somebody holds within their worldview, but the inner way in which they try to make sense and find coherence in reality. If they're holding to one or another religious system and if it works for them, I'm saying that's great for them. And moreover, it has always felt to me that, like, I'm not religious and I don't believe that there is any objective truth to these kinds of things. Nevertheless, historically and evolutionarily, it feels to me that religion can be viewed as a remarkable invention of the human species, right? We face death. What do we do about that? Our ancestors on the African savanna trying to make sense of a world in which the people they care about are here one moment and then gone the next, to invent this idea that there is this other realm where they may join together in some future. To me, that's a interesting and powerful story, if you take it as a symbolic way of engaging with the world, and not try to use it to explain why the earth goes around the sun or things of that sort. But does that not help you give it a kind of existence that is worthwhile? So yeah, like, I have at least three things I need to say. Yeah. I'm gonna try to keep in my brain before I run out. One is of course as an empirical matter, I know a lot of religious people who are better people than certain atheists. (laughs) Right. And vice versa. Sure. Right? So when I say I would have, I'm in favor of, you know, eliminating religion from the world, in practice, sure. There's plenty of people I know who are religious. We're friends. We joke about it, you know? I'm not trying to change their minds all the time. I'm not berating them or anything like that. As an empirical, real world, human beings are complicated matter. - [Brian] Yeah. Second thing is if, to the extent that it's a coherent thought experiment, if I lived a thousand years ago, I'd definitely be religious. Wow. Like, it was obviously the right, best thing on the market at the time. Newton was, right? Yeah, Newton. Galileo. You know what I'm saying? Yes, that's right. Galileo, harder to say, but yeah. Newton definitely- No, I think with Galileo, it's quite clear. He wasn't trying to go against the church, per se. He was trying to tell the church, let us as human beings use our God given gifts of analysis and perception to gain a deeper understanding into God's creation. That was really- Those are the words he said, yes. (both laughing) You know, but somewhere in there is I think where his perspective was. It's possible. It's possible. I just think like as a matter of personality, like Newton, I can clearly see- Yeah, for sure. Was of like. Galileo, I think there's a large phase space, as it were, where he was just telling people what they wanted to hear when he said those words. Maybe so. Maybe not also, but I think it's possible. But the third thing I want to say is, you know, I do, and this is the romantic side of me coming out. I like the truth. Yeah. I'm in favor of it. I think that in general, like I don't think you should always say the truth all the time. Like when someone says, "How does my new haircut look?" you're allowed to tell a little white lie. If there's some political, social project that you're engaged in, and not being completely truthful leads to a greater good, I'm not, you know, too strict about that either. But as a general rule, I mean, you're saying, isn't it, you know, better for certain people to have these religious beliefs if it coheres inside themselves? I absolutely believe there's a way that that person could have a coherent set of beliefs that did not involve religious commitments that would still remain, still having remaining them, still have them remain being a good person. Yeah, yeah. Like I don't think that behavior is tied necessarily to holding some kind of religious beliefs. I totally agree with that. But I've certainly had conversations with people for whom the absence of belief would be such a radical tearing away of the fiber of what makes their life feel meaningful. Again, it's not for me and clearly not for you, but I respect that that is the makeup of their particular way of living in a absurd universe is sort of how I look at it. But do you think that anyone says to themselves, "This isn't true, but I'm gonna believe it because it makes me feel better?" That's interesting. I don't know. I haven't sort of framed the question that directly. But I guess if I- Or is it a little patronizing to say, well- It could be. You believe those illusions. It makes you feel- Yeah, yeah, yeah. It certainly can be, no doubt about that. But let me just use myself as an example, actually. I sat here before and said I don't believe, you know, that's not, but if I'm being fully honest, not this is a therapy session here, but there is part of me at moments that buys into something that I know is not true because it feels better at that moment. I mean, there definitely have been times when I've prayed. I mean, I didn't go to temple- Yep. To sit and actually be within the institutional structure. But yeah, there've been moments when I've actually said to myself, "I don't know if it's real. I don't think it is. But if you're out there, Mom, you know, protect, or if Dad," you know what I'm saying? Yeah. So, in some sense, that's deeply incoherent. Right. It makes no sense from any kind of objective standpoint. And yet as a logical and generally coherent person, I have found myself doing that. So I think I was doing exactly what you're asking. Well, I don't have that temptation really at all. So you never, you never do that? No, I really never do. Okay. I mean, the more general temptation to allow- So Dr. Carroll, what's wrong with me? (both laughing) Well, one picks and chooses, there is always a temptation to believe things that in your more rational moments you would see are not true. For me, that does not happen in praying. It happens while playing poker. And I'm saying, I do not believe that person has a full house. Right. (Sean laughs) And in retrospect, I really should have believed that they did, right? Made me feel good in the moment. Right. But, yeah, so that's human nature, and I, again, I want to know what the total set of implications for those kinds of beliefs are. They might be entirely harmless or even entirely beneficial. - [Brian] Yeah. Again, I don't think that there's a self-consistent inner life which says, "I know these are wrong, but I'm gonna believe them," right? People say like, "I know other people don't believe it, but I believe it." Or they say "I'm not sure whether it's right or wrong, but I'm gonna believe it." But I don't think that people generally say, "I know that the evidence and the canons of rationality say that I shouldn't believe X, but it makes me feel good, so I will believe it." I think the people who believe these things believe them and think that they're right. Right. But I think the journey to that, and again, this would be an interesting question. I would just like to know, I mean, you know, someone like Bill Phillips. Yeah. Yeah. You know? You know, I've had some conversation, not in a long, long time, and, you know, here's someone won the Nobel Prize in physics, so has a grasp of the basic laws and how they work, and yet is deeply religious. Yep. And there's no inkling of these things being in conflict with each other, because I presume he's able to apply each in a domain that is relevant for the precepts and conclusions of that structure. Right. I don't think he uses any of his religious ideas when he's doing his physics experiments, and I don't think he used any physics experiments to shed light on the reality of his religious belief. So somewhere in there is this balance. Yeah, no, actually that, I'm glad you brought up that specific example because that I have stronger objections to, in fact. I mean, this is sort of a version of Stephen Jay Gould's famous- Magisteria, yeah. Non-overlapping magisteria, which I think is just not right. I mean, that's just pulling the wool over your own eyes intentionally. If I thought that God existed in some way that was vaguely related to traditional monotheism, like, you know, a personalized God- Right. Who loved the world, in some sense, and was all powerful- Created us in their image, yeah. Et cetera. How in the world could that not affect the way that I think about physics? Right. You know, my physics is trying to understand the world at the deepest level, and to just say like, "Oh, that has nothing to do with my belief in how the world works at the deepest level." Yeah. Seems a little incoherent to me. I saw that I'm more sympathetic to people like Don Page, our mutual friend- Yeah, sure, yeah, yeah. Who is a cosmologist and a born again Christian, who is very happy to mix his religious beliefs with his cosmology, because of course they're asking the deep questions. Why wouldn't they be related? Yeah, right, right. So from that point of view, it's somehow more truthful to bring them all together. I mean, I do think that we human beings, and I'm sure that I'm included in this, aren't great at making sure that our various sets of beliefs are mutually consistent. Yeah, right. I think one of the wonderful qualities of being a human being is our capacity to hold mutually conflicting ideas, and somehow allow them to intermingle, and develop, and change our mind over time and so forth. You know, another deeply related issue to this, which I think we disagree on, maybe we don't, but I've heard you say things that make me think that maybe we disagree, is the question of free will. So you know, my view, I think it's kind of similar to what many in our field would say, which is, you know, I look at myself as ultimately a collection of particles guided by physical law. And I don't have any, I, I don't even know what I means at that level, I should say. But in some vague notion of personal identity called I, I don't seem to have the ability to intercede in the lawful unfolding, whether it's classical or quantum mechanical, hardly matters actually for this question. And so I don't seem to see a place for me to intercede in the lawful unfolding in a way that my intuition suggests that I do. Now, I, of course, recognize that there are different levels of explanation in the world, and free will is like way up high. You know, it's at the level of trying to understand the aggregate world, and one could say, "Well, it's just a word that has no instantiation, no means of applying it right down there at the fundamental particles." And yet it does feel to me that the levels need to cohere in some kind of logical respect for what each allows. And if the laws of physics don't allow intersection in the fundamental unfolding of the particles, when I lift up my hand, it's just the motion of particles and therefore I don't have the control that I would've though based on my intuition. So that's the lack of freedom of the will. Where do you stand on that? I think you're so close. You're gonna get there. We're gonna get to there. No, I think you have to respect the levels. I don't think that you can say, like everything you said basically I agree with. We're made of particles, particles obey laws of physics. But then you want to say, "I can't intervene to change what the particles are doing." That's just a grammatical mistake. Because the I is only at the aggregate level. Yeah, for sure. Yeah, there's a higher emergent level and it plays by its rules, and that relationship between the levels is one of consistency. Sure. Right? So I, as a aggregate agent at the level of the microscopic world, of our, you know, folk physics or whatever you want to call it, I don't know what I'm gonna do next. Yeah, yeah, totally, totally. And indeed, when I try to do things in the world, I do something called rational decision making, or at least I try to approximate that. Right. And everyone who denies the existence of free will spends all of their time trying to make people make choices about things. Like everyone operationally acts as if it's there. Totally agree. I just think that's it. But you do agree then that if I were to analyze you at the level of your particles, and I sort of throw away momentarily the higher level aggregate structures called Sean Carroll, the brain of Sean Carroll and all that sort of stuff, that I would have no barrier to understanding the motion of those particles totally with the absence of anything like Sean Carroll's decisions or choices interceding in the lawful unfolding of the particles. - [Sean] Right. So if I saw a collection of particles that on the aggregate we call your left arm, if I saw that aggregate of particles go up, I would not lack for any explanation if I was solely at the level of the fundamental constituents. That's completely true. Okay, so that's, yeah, so- And what you're saying is- It almost comes down to a language thing. Well, it's not, I think it's a little bit more practical than that, but it's also... Oh, sorry, it's not just practical. I think it's a little bit more oomphy than that. Okay. (laughs) You know, this is Daniel Dennett's idea of real patterns in the world, and this is the crucial feature of emergence, and this is more is different, a la Philip Anderson, our physics colleague. Yep. And the point of all these buzz phrases is I don't need to know about the lower levels to have a good theory of the higher levels. - [Brian] I agree. Yep. And indeed, I might have various, there's multiple realizability. Maybe there's different kinds of lower level theories that give rise to the same higher level phenomenon. - [Brian] Right. And in practice, you know, it's very tempting to say, well, if I knew the position and velocity of every particle, if I were Laplace's demon, in other words, then I could do this. Yep. Yes, you do not know that. Sure. And you are not Laplace's demon and you never will be. As a practical matter. Yes, yes. I agree. Even in principle, you will never be able to do that. Right. And so what? Right, so, so I totally agree with that. The one thing that feels like it still has a significant pull on me is that, and you'll say it's an incoherent set of assumptions, which I respect that response, but were you a so-called philosophical zombie? Yeah. You know, were you you in the absence of the inner world, which I'm just hypothesizing that you have inside of your head right now, and you're doing the same for me, which I appreciate. But without that inner world, there would be no change in what you do. Yeah. And so in the absence of the thing that we call the inner world of making decisions and choices and so forth, nothing would change in your behavior in that case. Right. So I think that my solution to that is simply the idea of a philosophical zombie- It's incoherent. Is not conceivable. Yeah, good. Yeah. David Chalmers wants to say like, maybe it's not possible in the world. Yeah, yeah. But I can imagine something that behaves exactly the same way as a human being or an agent- Right. But lacks inner experience. - [Brian] Yeah. I would say that as a physicalist, as someone who thinks that the world is basically the physical stuff in the world, you can't conceive of that. Right. Because if you had literally every particle in your brain doing the same thing- It would have to have- It would have the same inner experience. The same experience. Yeah, yeah, yeah. No, and I agree actually with that. I find it a useful though experiment to get there, but as I said, the notion that it may be an incoherent set of assumptions is certainly a reasonable response to that. And honestly, what I try to do is to say, when people want to talk about free will, I always ask, "Are we allowed to talk about this without using the phrase free will?" (laughs) Right. Because suddenly, all the disagreements go away. I agree. That's what I'm saying is in some sense, only the language- It's only the phrase. Yeah. That's right. It can be a language thing. When you think about consciousness then, because this obviously takes us right there, I presume that you view consciousness as this natural outgrowth of a certain set of processes, whether we want to use the language of information theory, or physical instantiation of the laws of physics acting itself out in a particular gloppy, gray structure crenelated inside of our, you know, this bone cage on top of our shoulders. You presumably just see that as something that happens when you've got that level of complexity going on. Yes. And is that enough for you? I mean- Yeah, I mean, I think I would just remove the word "just" from your statement. I mean, there's a lot going on, right? Yeah, yeah, yeah, yeah. - 86 billion neurons bouncing together in your brain. The connectome is very complicated. We have no conception of it. You know, the world often has these properties that there are ways of talking about the collective behavior of a whole bunch of little things at this aggregate level in ways that are surprising and emergent and super duper useful. You know, the law of supply and demand is nowhere to be found in the standard model of particle physics. Yep. And it more or less obviously emerges in ways that we can understand. So I have enormous respect for the real neuroscientists who are trying to find out how what we call consciousness relates to what happens in the brain. Yeah, the neuro correlates of the things that we experience. And yet, even though we are not close to that yet, I'm convinced we will get there someday. Yeah. No, I am too. Yeah. And what about instantiating consciousness outside of this biological film? Ah, so that's a lot more fun because now we have to confront it, right, like in a way that five years ago we didn't. We're building these things that certainly pass the Turing test, right? Our friend Alan Turing, who we referenced earlier, had this idea, very, you know, very sort of engineering kind of idea that what it would mean to be thinking is to be able to fool somebody else that you're thinking, right? And somehow people have sort of moved that into consciousness and said like to be conscious, you have to be able to fool someone into thinking you're a conscious being through a, you know, talking over a computer or whatever. And we have LLMs. Right. I was talking to one earlier today that can certainly mimic human conversation very, very well. And there are people working for the AI companies who are either already on board or really close to believing that these things are basically conscious. Yeah. And I entirely strongly, disagree with that. Yeah, me too. And I think that, and I've had people, you know, I have a podcast- Yeah. - "Mindscape" where they- No doubt you've spoken to people in the field who- I have. Yeah. But even better, my listeners give me a hard time. They're like, "Why should I listen to you about whether LLMs are conscious, rather than the people who are programming the computers, right? Like you're not an expert. You always tell me not to listen to the pundits, listen to the experts." And the thing is that those people are not always experts in intelligence or consciousness. - [Brian] Of course. Yeah. And so I don't think that it's necessarily that the argument goes through. There are people like Ned Block here in New York at NYU, and Anil Seth at Sussex who have, in ways that are just like targeted to make me happy as someone who cares about entropy and the arrow of time, really pushed the idea that part of what is important in our conscious experience is the process of the passage of time at a microscopic level, you know, below the surface, right? Like LLMs, large language models, don't get bored. They don't experience the passage of time. You can just turn one off, turn it on. It just pops up just as well, right? And we have all this biology going on, all these little mitochondria going on, making ATP and things like that. And of course we want to abstract and, you know, say, well, okay, but at the higher emergent level, does it really matter that all these biological processes are going on? And people like Block and Seth are saying, "Actually, yes, that's actually really, really important." And I think they are tempted by going all the way to saying you need biology to be conscious. - [Brian] Right. And I'm not going that far, but I might be persuaded by the idea that you need an inner process that increases entropy to be conscious. But can you just simulate that? I mean, do you need to actually- Maybe, yeah. Have it in this form or- So I suspect that you can simulate it. Yeah. I also strongly suspect that simulating it is gonna be much harder than people think, because we're really, we've optimized to give the surface experience of talking to an agent, right? We've not optimized do all the stuff underneath that gives rise to that inner life, right? Right. There was a recent, I don't know if you saw this fun study from Anthropic, one of the companies. I did, well, I think I know what you're referring to. That, you know, identified emotion vectors. No, I don't know this one, yeah. Yeah, they can actually like do a projection onto certain states of their LLM, and characterize it as angry or sad or whatever. I see, by like the frequency of certain word use and things like that? It's literally like the weights of, you know, the state of the LLM at one moment of time, and that affects its responses. It's angry, it responds in certain ways, okay? So there's a predictive, useful characterization of what is going on in the AI. Does that mean that they are angry? I think no. Right. I don't think it means that. I think that, you know, again, we're really being very, very clever about simulating very subtle things, and we're always super quick to anthropomorphize, right? - [Brian] Sure. Like since we've never met things that acted conscious that weren't. - [Brian] Yeah. Now we meet these things and we're gonna attribute that, but I don't buy it. And evolutionarily, it makes sense that we anthropomorphize because in the ancestral world, if you fail to- True. Right. You know, to assign agency to something in the environment, it could kill you, right? Yeah. So it's better over than under ascribe agency. It goes back to the question about, you know, are we smart or rational enough to understand everything in the world? And I sort of put forward the idea that maybe we are, but man, in practice, we're very loaded with biases, and intuitions, and assumptions that don't bear close scrutiny. So that's why quantum mechanics is hard for us. Yeah, yeah totally. And that's why consciousness is hard for us. But can that go the reverse too, right? So we have an intuition that consciousness is pretty special, right? And the thing that happens inside our head we feel has a certain kind of wondrous mystery to it. Could it be that we are just giving ourselves an aggrandizement that we don't deserve? And in the end, it won't be so hard for some artificial system, you code it correctly and it really is thinking and feeling and it's like, hey, this just happens a dime a dozen in sufficiently complex systems. Yeah, so again, with my podcast listeners, we have a rule that if any question they ask me begins with the phrase, "Is it possible that?" The answer is yes. The answer's always yes. (both laughing) So is it, you know, conceivable that it'll be easier than we think? Yes, like look, I do not think LLMs right now are conscious, but also they're way better at doing what they do than I would've predicted five years ago. Like I was out of, you know, that's one place I would've been very, very wrong. - [Brian] Right. So therefore, yes, I might be completely wrong about this. I do think, so, you know, in other words, I'm pretty strongly of the opinion that LLMs as they currently work are not conscious. Yeah, yeah. But what you're asking is the obvious and important follow-up question, so how hard would it be to modify them so they were? And that I truly don't know if it's like really, really hard or really, really easy. Sure, sure. So, is it possible that there's a logically coherent explanation for everything that's internally inconsistent? I want you to say yes, because you said if it begins with. (laughs) That only applies to physics questions. Good, okay. There we go. Not to logic questions. So the answer is no. Yeah, yeah. (both laughing) So when we try to actually, you know, make sense of the world as it's been presented to us, we are taken to quantum mechanics. - [Sean] Yeah. And you know, there have been arguments about quantum mechanics, and what it tells us about the true nature reality, go all the way back. I mean, it's a real fascinating literature that you've probably immersed yourself in, with Einstein, and Bohr, and Heisenberg, and Schrodinger all sort of going at it from different points of view. Today, those arguments still persist. Some of us, like you, believe, I think, that it's kind of clear where the reality is. So, you know, obviously you're a many worlder. I don't know if that's, is that a- - [Sean] That's fine. An acronym that we can use. So give us, you know, obviously, you know, I and many people watch this are at least tangentially clear on the history that, you know, Hugh Everett, 1957, looks at the equations of quantum mechanics and says, "Just take the equation seriously." And right there, term by term, you see things that call out, cry out to be interpreted as different realities. Right. Right. Take us through that and further and convince me. Yeah- Because I'm not convinced. Okay. I'll do it. We can do it. Yeah, yeah. It takes like two minutes. Yeah. But first I want to say like as much as I am impressed and a fan of the Everett interpretation of quantum mechanics, AKA Many-Worlds, even more strongly, I want more physicists to care about the foundations of quantum mechanics on that. Yeah, yeah, I'm with you on that. Yeah, yeah, I agree with you. Whatever their field, whatever their, you know, particular favorite is. And along those lines, can I just sort of say, and again, I'm not sure you agree, but I would like people to stop talking about interpretations of quantum mechanics. Also agree with that, yes. I would like them to talk about different theories that in many cases yield the same predictions, but the structure of a theory matters. It does. Yes. To what it says about reality. Right. So it's not just predictions and all of the rest is interpretation. Yeah, the word interpretation's been holding us back for exactly this reason. I agree. I agree. So that's why I think it's good that people are increasingly using the phrase foundations of quantum mechanics. Yeah, right, right, yeah. So, okay, as you said, you know, poor Hugh Everett was a grad student in the 1950s with John Wheeler as his PhD advisor. And Wheeler gave him the following thesis topic: quantize gravity. So you've tried to do this, right? I have spent a long time trying to do that. And it was back in the day, and so we didn't have string theory or anything like that, but Everett, you know, was conscientious and he said like, "What do you even mean quantize the whole universe at once?" Because in the Copenhagen version of quantum mechanics, and this is literally, it's kind of hilarious, this whole debate has reared its head again very vividly in modern quantum gravity and cosmology. - [Brian] Yeah. The fact that Copenhagen imagines that there is an observer external- To the system. To the quantum system. And Everett said in the universe, there's no observer, like he wasn't religious, I guess. So he says, "Okay, what do you do?" And like you indicated, follow your nose. You have an equation, the Schrodinger equation, which tells you how the quantum state of the universe evolves with time. And look, the short version of it is if you, the really crucial step is do you think that the wave function, this mathematical object that represents the quantum system- Yeah. So the wave function of an electron, the wave function of a solid or whatever, do you think it represents reality, or do you think it's just a way of calculating things? Right. So the Copenhagen people say, "It's just a way of calculating things," and that is a get out of reality free card in a lot of ways. And Everett says, "No, let's just, it's the simplest thing. Like we need it, this wave function. It obeys an equation, just like the electromagnetic field does. Like what if it's just reality? What do we do?" And then very directly you say, look, this wave function represents superpositions of different possible answers to questions, like an answer to the question, "Where is the electron?" So the wave function says, "Well, it might be there, it might be there, it might be there, it might be there," with different weights, different amplitudes. It give you different probabilities for measuring it. And if that's reality, then when you measure the electron, it's a immediate consequence of the equation that there is a big wave function that has you in it and the electron, and part of the wave function says the electron was here and I measured it there, and part of it was the electron's there and I measured it over there, et cetera. And the real crucial philosophical step was because, well, I should say the reason why that's not obviously true or self-evidently true is that if you stare at that equation and what it's telling, you might say, but okay, then I, when I make a quantum measurement, should feel like I am in a superposition of all these different possibilities, and no experimenter has ever felt that way. You see definite measurement outcomes. - [Brian] Yeah. So the important philosophical move that Everett made was to say you have misidentified yourself in the quantum state of the universe. It's not that you are the superposition of all these measurements. Each measurement is a different world. And there's a version of you that saw the electron there, a version of you that saw the electron there, et cetera. Now, I will say two things at once. One is that at the level of the postulates of the theory, the axiomatization of the formalism, et cetera, it is literally impossible to conceive of a simpler version of quantum mechanics. - [Brian] I agree. Yeah. It is the most direct, most austere, most pure version of quantum mechanics. At the level of matching it onto our experience, it is the hardest. (laughs) - [Brian] Yeah. And I think it's completely okay as a sort of methodological principle to be conservative and say, "Look, if your theory is so different than what I observe in the world, I should be suspicious of it." And I think that's fine. But then you try to make alternative theories, which people have tried to do, and oh my God, they all look so bad that, you know, that's the best evidence that Everett is right, that all the other theories look so bad in my mind. But it actually, I don't know if this is all part of your master plan, I'm sure, but it circles back to what we were saying before, and I think this is the best single argument for Everett, that taking Everett seriously, taking seriously the idea that the fundamental theory of the world is a quantum state that just obeys the Schrodinger equation, versus the idea that there are observers, and they make measurements, and there's some randomness and all this stuff. Those two attitudes, which both fit the data in some way, lead you in very different directions as to how to get better, right? How to build a bigger theory. - [Brian] Yep. And sort of my comparative advantage as a working research physicist is that the rest of the world has not caught onto the Everett interpretation. So like, there's all this low hanging fruit about using Everettian logic to address questions in cosmology and quantum gravity and things like that, that people just haven't done. Sure. And so my grad students and I are having a merry little time, you know? And just say, "Hey guys, you can stay over there." Right, yeah, like you know, remain confused for a while because I'm very slow, you know, and I need time to work this out. But I do think that, you know, to put it in more charitable terms, one big reason why our physics colleagues don't care that much about the foundations of quantum mechanics is they don't think it matters. - [Brian] Yeah. They don't think it changes or affects the research they do, the ideas they're gonna come up with, et cetera. I think that they're wrong. I agree. And the best way of convincing them that they're wrong is for me to have a good idea, or for someone to have a good idea. I might inspire a generation of younger people to have good ideas, and show that thinking about things in this way leads to progress. That's what I'm trying to do. Yeah, no, it's funny, I was having a conversation with David Deutsch a couple of weeks ago and I noted to him in that, and I'll just repeat myself here. A number of years ago, I was teaching undergraduate quantum mechanics for maybe the first time in a long time, and I was doing the whole year version as opposed to the semester version. So I was like, what do you put in the second semester? I thought that would be a good moment to introduce things like Many-Worlds, or de Broglie-Bohm, or GRW, just to give the students a sense of the various attempts that people have made to square the mathematics of quantum mechanics with our experience in everyday life and in the laboratory. I was really surprised at the pushback- Oh really? Yeah. That I got. Because the view, the general view is that's a waste of the student's time to be taken. They need to learn time dependent perturbation, you know, and I agree- Wow. That understanding the technical side of the subject, yeah, that is important, but you kind of need to grapple with what the theory is actually saying about the real world, so. But along the same lines, so you noted that all, I won't be able to quote you exactly from a moment ago, but all the other ideas are really bad, you know, when you judge them. So, of course I know what you're saying. The other ideas involve new mathematics or assumptions about things. Ad hoc ingredients. Ad hoc seeming things. The one example that has certainly caught my eye and not fully, but the de Broglie-Bohm approach, which it's kind of this dark horse candidate that, you know, for various historical and sociological reasons, kind of was repressed over time. Yeah, that's true. But this idea that, you know, Louis de Broglie and David Bohm rediscovered this notion that a particle like an electron can have a definite position, a definite speed. It's still described in the probabilistic language of traditional quantum mechanics, but the probability wave does something a little bit different than in the conventional formulation. It plays a direct role in, pushing's not quite the right word, but allow me to be a little bit loose, kind of pushing the particle around, pushing them toward locations where there's a high probability, away from low probability. That is interesting to me because you have to give up the definite reality that we're familiar with from Newton, but you don't have to give up particles having definite locations and speeds. So it feels like you're giving up less in this approach than in any other approach. I mean, did that have any pull on you too or? Nope. (laughs) (Brian laughs) But I think, I mean, it would have- And tell me why. Yeah, it would have if the world had been described by non-relativistic point particle quantum mechanics. - [Brian] Right. I think the single best sales pitch for de Broglie-Bohm is the following. Like if you were in the 1920s, and you were, you know, enjoying your Belgian ale at the Solvay Conference, and trying to understand the foundations of quantum mechanics and people said, "Well, sometimes the electron is acting like a wave and sometimes it's acting like a particle." And de Broglie comes along and says, "That's because there's both. There's a wave and a particle." That's actually a very plausible move, except that then people invented quantum field theory. Yeah. And now all you have are fields, and the particles pop out. Yeah. For free. I agree, yeah. And so you don't, like the motivating issue has gone away, I think, and at a more technical level, when you try to invent a version of de Broglie-Bohm theory that is compatible with modern quantum field theory, it's not impossible, but oh my God, it looks bad. It's pretty ugly. It is pretty ugly but I've always- But I would go even further to say that when you try to say space time is emergent, like that doesn't play well with de Broglie-Bohm at all. I agree. I agree. And I've wondered, and I've heard adherence to this perspective claim, although I've never really seen it realized, that there are clean, straightforward ways that they could imagine creating a quantum field theory-like version of de Broglie-Bohm. So, and I've not delved into that enough to know whether that actually works, but it's a brilliant idea, certainly in the non-relativistic scenario. Of course, the reverse argument is the one that you already made reference to. In the lean mathematical approach of Hugh Everett as developed by many others, including yourself in the decades since, we do have to embrace a reality that is so radically different from our experience in one single world. Now, I guess one can certainly say to that, "Hey, suck it up," right? I mean, the world is not constructed for you to feel good, or to have a deep intuition at the outset. Right. You have to allow your intuition to follow where the theory or the mathematics or the data actually takes you. I mean, I presume that's where you're at on that. Yeah, 100%. I mean, and that's why I really care about physicists caring about the foundations of quantum mechanics more than physicists caring about Everettian quantum mechanics. - [Brian] Yeah, right. And I even have in my book, "Something Deeply Hidden," I have this cute little abstract picture, which is like I draw some circles with some connections to them and I say, "This is the world of our experience." And I say, look, there's two ways to go. One is I have a theory that looks kind of like circles with some connections between them, and it's very obvious how the theory matches reality. Right. Or I have this other theory, it's just like one beautiful circle, and the connection to reality is very complicated, right? Complicated. Right. And so they're both asking something of you and they're both not immediately compelling. You need to work to make sense of them. And so the people whose intuitions are pushed in the direction of hidden variables, et cetera, I get it, I wish them luck. It's not my thing, you know? Life is short, and whereas when I take Everett seriously and I really think about what a quantum theory is, and how it works, it's like there's a million questions that I get to answer, and we're making progress on them, and it's just so much fun that I'm gonna just wish them well. And is your intuition aligned with the cartoon version that we like to describe that, I mean, do you really think of the other Sean Carrolls out there in these other worlds and some having a better life, some having- I really do, and you know, I have the app on my phone, which will split the universe. I don't know if you know about this. I don't know about this one. Oh my God. The Universe Splitter app. (Brian laughs) It was- So it makes a measurement of some sort? Yeah, yeah, okay. Yeah, it sends a photon, photon to beam splitter. Photon, got it. Yeah. And it was only for iPhones. I think it's now available for Android. I actually like helped inspire it. - iPhone is good enough. So it's- Are you getting royalties on this? I'm very proud of it. No. (both laughing) But I'll push it anyway. Well, in one of the other worlds, you are, so. In one of the other worlds, maybe. Yeah. But, so I like to say that, you know, the wrong cartoon version of Everett is that when you make a decision, a new world appears, right? That's not true. It's when you entangle a quantum system with the environment, that's when new worlds appears. - [Brian] Right. But the other way around can work. So if you haven't made your decision, you can ask the phone which one you want to do, and then yes, I really do believe- And then you really have to split the world. There will be, yeah, there'll be one in which you do one thing and the other. And so this is a parlor trick that you pull out now and then. Yes, and it's a crowd pleaser. Yes. Kids love it. But I'm increasingly of the opinion just as a sort of marketing thing that even though I have no problems with the phrase Many-Worlds as a description of the Everett approach, to quantum mechanics, the worlds are not the point. (laughs) They come along- Of course. Yeah. And I think you should accept them because your theory predicts things. Until you get a better theory, you should accept what it predicts. But that's not the essence of the theory. It's not about the worlds, it's about obeying the Schrodinger equation all the time. Yeah, right. And that's where the questions come from. Right, but can't you imagine... Well, of course the answer's gonna be yes, we've already established. I can imagine lots of things. But you know, people like Gerard 't Hooft, you know, people who, Albert Einstein. Now, again, Albert Einstein was wrong about many things. He was right about many things. But it takes such a radical departure from reality, as you know, to fully accept the Many-Worlds approach that at least you can understand the motivation for developing versions that are closer to what we experience. Because, you know, it's, again, easy to imagine, 100 years from now, people looking back and kind of chuckling and saying, "Those guys are actually thinking about all these worlds in this quantum wave function, when all you actually need is X," you know. - 100% I understand the motivation. I think that if I look at the history of physics, more often than not, the mistake has been on the side of not taking the implications of your theories seriously. True. Yeah, Steven Weinberg has some quote along those lines. Right. You know. And I actually never was familiar with this phrase before, but do you know about Kelvin's paradox? No, I don't know if I do. So you know back in the 1800s, they were developing thermodynamics. They discovered, oh my God, entropy increases. Doesn't that eventually imply the heat death of the universe, right? Yep. And it's a very short journey to go, because they didn't know about general relativity, the big bang or whatever. Right. They lived in a Newtonian world that apparently would last forever. Right. Kelvin's paradox is simply if it takes a finite time for the universe to equilibrate, (laughs) and the universe is infinitely old, why hasn't it equilibrated? - [Brian] Yeah, I see, right. And so they knew that okay, you know, the sun is shining. It can't go forever, et cetera. That's what led Kelvin to do his famously wrong but, you know, good for his time estimate of the age of the sun and things like that. Yeah, yeah, yeah. Right, right. They could have said the universe had a beginning. Yeah. Right? And no one did, right? Right? And I think that's the direction in which we tend to fail. We lose the courage of our theories. Yeah, no, no. I mean, certainly there are many instances of that in the history of science. But, so when you think about quantum mechanics and its need, for instance, to go beyond our current understanding, right? I mean, it is a theory that we've done extremely well to describe the electromagnetic force, the nuclear forces, the weak and the strong nuclear force. We've had a real headache in bringing gravity into that story. You made reference like string theories and approach to that. I don't know if string theory is right. I never claim that it is. I claim it's a good existence proof that quantum mechanics and gravity can play well together in a mathematical structure, and that to me is the real insight of string theory. It shows it can be done. It's not necessarily the way it is to be done. Is there a deep lesson in there, along the lines of Kelvin's mistake that we may not be paying sufficient attention to? I think that there might be. I don't know, I can't argue strongly there is, because we don't understand quantum gravity, et cetera, so we don't know what the reconciliation will be. But look, because I'm a never Everettian, and so my job is to think about the theory of everything. You know, what do you mean by theory of everything? Like ordinarily people would say, well, there's some either particles, or fields, or strings, and they have some dynamics, and we're gonna quantize that, and that's gonna be the theory. Not for me, that's not a theory. For me, the theory lives in the space of all possible quantum states. Hilbert space, as we call it, right? And talking about things like space, and particles, and all those are emergent, in the same sense as consciousness is emergent from the lower level. Sure. So you are forced to talk about physics in a very different language, right, and hopefully you can show that all this familiar stuff emerges from that. And so from that perspective when you say like, don't give me some stuff and then quantize it. Just give me the quantum theory and then show me the stuff comes from it. - [Brian] Right. That flips a switch- Sure. Yeah. In your mind, and you come to the point, I come to the point where I say like, look, like you just said, electromagnetism, the nuclear forces, matter fields all fit in well with quantum mechanics. Really what they fit in well with is the idea that you start with a classical theory and you quantize it. Yes, for sure. And I think that the difficulties we have with quantum gravity come about the fact that when we start with general relativity and we quantize it, it fails in various ways. And so the obvious thing to do, which everyone but me is trying to do is start with a better classical theory, which is basically what string theory is in some sense, right? You have some dynamics and whatever you quantize it. - [Brian] Yep. I want to just start with a wave function that is not a wave function of anything, and ask if gravity can emerge from that. And look, the answer is maybe not, but people haven't tried yet. Right. Which is just weird because we could have done this 50 years ago, right? And so I think that it might be that the reason why quantum gravity is hard is because we haven't taken quantum mechanics seriously enough yet, and we're still stuck with starting with classical theories and quantizing. Now, don't you find, I mean, it feels to me that, again, not proselytizing for string theory here, but it feels like string theory goes partway toward that vision, right? Because as you said, the normal approach is take your classical theory of gravity, whatever it might be, try to overlay the quantum formalism in the manner that has worked when you overlay it on classical electromagnetism and the classical versions of the nuclear forces. String theory doesn't do that. String theory starts with something where gravity has no apparent footing in the theory. It's a vibrating string after all, and that's all that it is. In space time. Yeah, so there is an environment. I totally agree with that. But let's say you didn't know that space time itself was the fabric of the gravitational theory. I mean, it took Einstein to get you there. So you have this vibrating string, you quantize this thing and out pops gravity. - [Sean] Right. To me, that move, and I just feel like the critics of string theory and, you know, the folks on the internet- Some of our best friends. Some of our best friends who absorb some of the critiques that are made don't fully appreciate the fact that out of the quantum vibrations of a filament emerges Einstein's general theory of relativity. Right. Which that doesn't mean it's correct, but that's kind of a mind-blowing set of developments. Yeah, and so I'll say two things. One is this kind of sketch of a program that I've outlined, starting purely quantum mechanically with no stuff. Yeah. Just a quantum state in Hilbert space, and seeing how space and time and things like that emerge from it. It's entirely possible that at the end of the day, what emerges is string theory. (laughs) Sure. Or at least like part of string theory and, you know, whatever. A part of it, yeah, yeah. So it's not incompatible. It's coming from a different direction. And the second thing is I'm entirely on your side with being absolutely amazed at the success of what string theory, like the hoops through which string theory was able to jump. And I think that I'll say that, you know, it's not just that gravity emerges, but it emerges in a way without infinities, right? Yes. Exactly, yeah, yeah. Which was the whole headache. With all the matter in it. Like, you know, without, you know, any arbitrariness. And somehow despite the fact that, and you have done more than anybody, but we've tried very hard to let people know how exciting string theory is. We've still failed. (laughs) I don't know if you know, but we there was just a survey done by the APS, American Physical Society. Phil Halper and Afshordi organized it. - [Brian] Yeah. They surveyed APS members on a bunch of controversial questions, foundations of quantum mechanics, what is making the universe accelerate? Yeah. Quantum gravity. And when it comes to quantum gravity, like no opinion, one, handily. String theory was the first non-trivial answer with like 19%. So what this means is among more or less professional physicists, around 19% of people thought that, not that it was right, but the leading candidate is string theory. 18% said that gravity might not be quantized. Really? Yeah, yeah, so you're only 1% ahead of that. Wow. And that's a very interesting statistic. I was not aware of it. You know, it's funny, it brings to mind there was a article in "The New York Review of Books" many years ago by Freeman Dyson, who is a hero in the quantum world of physicists. And he was making the case that gravity and quantum mechanics need not come together. And so, you know, this patchwork quilt idea certainly simplifies things if you can describe the world, but it just doesn't seem how that could possibly be the case. Right, if you have a quantum superposition, it gravitates. Yeah. And so what do you do with the fact that you're in a quantum state that's unlike what anybody like Newton would've ever put forward? Well, these days I do actually, I think I remember that Dyson article. There are more sophisticated attempts to do exactly that. People like Jonathan Oppenheimer have tried really hard to like write down theories with equations that have space time be classical, and something quantum on top. But my intuition is exactly yours that I think that the way it gets resolved is it's not really quantum mechanics. It's like modified versions of quantum mechanics to make everything work out. And that's just, I mean, okay, but it's, again, very ad hoc, very ugly. And I think that there's just, you know, that life is gonna be simpler and more beautiful than that. Yeah, no, I can't imagine that that was ultimately going to be the answer. So, when we began early on when talking about the laws of physics, you used the following language. Again, it's not gonna be an exact quote. But you said, "I do believe that there's stuff out there." - [Sean] Yeah. And so now we've gotten to a place where the fundamental architecture in the view that you are propounding is that, you know, it's this abstract mathematical gadget that happens to have this name called Hilbert Space. It's just the place where quantum wave functions naturally live. So when you think about stuff out there- Yeah. Are you thinking fundamentally there being Hilbert space, and stuff being this wave function that's living in there? Yes, I really am. And I know, it rubs people the wrong way. Look, you know I'm a philosopher now too? Yes, I know. I used to be a physicist but now I'm in a philosophy department as well. And we like, we philosophers like to throw in some Latin occasionally, just to spice things up. So when people say, "But what is the universe in your view?" I like to say the universe is sui generis, Latin, for it's its own thing. Yeah, right. It's not a thing. It's not like made of macaroni or whatever, right? There's no other answer. And it's not that the universe is living in Hilbert's space or is a quantum wave function. Of course, those are the best mathematical representations of the universe. But the dramatic claim is that a quantum state living in Hilbert's space could be an exact and complete representation of physical reality. And that might be a limit. Like, some version of that might actually just be true. And so whether or not it is, it's plausible at the current state of knowledge- Sure. And my goodness, shouldn't you pursue- Yeah, no, totally. That possibility? But it would also be completely insane that we human beings here in really the 20th century stumbled upon on this little planet, you know, in the outskirts of this galaxy, we stumbled upon the fundamental description of the entire reality. And moreover, it's radically different from anything we see. It lives in, yeah. Right, yeah. So it could be true. And that I know it. And that you know it, yeah. Like that's completely crazy. Yeah, yeah. And so does that give you pause? Or obviously you're right. You gotta push forward with the best thing that we have here. But like, you know, do you have confidence, you know, presumably, maybe, maybe not. But imagine we make contact with alien civilizations in our lifetime, and they're not so far away that we can't have some conversation. If they're advanced, do you think they'll be like, "Yeah, it's a Hilbert space." (both laughing) Well, that's the thing. I simultaneously believe like we have no right to think that, but also could be true, right? Yeah. So in other words, I do think that it's a little bit different than previous episodes in the history of physics, because there were always things that were like manifestly not fitting the data, I would say- Yes. For sure. In earlier eras. And of course we have things like dark matter, the big bang that in some sense, we don't have a theoretical explanation for, but they're not incompatible with the idea that the universe is fundamentally a vector- We have many ideas that could accommodate them. In space, et cetera, right. So in other words, there's no empirical pointer beyond- Yeah. That conception. So I think there's an open possibility that, yeah, that's just it, and we and the aliens are gonna be like Hilbert space, yeah. Who was your Hilbert? (laughs) (laughs) That's right, that's right. They'll have a different name for it. So you know- Hilbert, of course, never named it Hilbert's space. It was von Neumann who named it. Oh, is that true? I didn't even know that history of that. Yeah, yeah, yeah. Yeah, yeah, no. John von Neumann, yeah. For sure. You know, so one of the criticisms of the Many-Worlds approach to quantum mechanics, which you know well because you've worked hard on this issue, is the way in which we became empirically convinced that quantum mechanics is a good description of the world is by making probabilistic predictions. No longer the electron will be here, but rather 32.2% chance the electron will be here, 15.7% chance here and so forth. And then we simply ran the experiments, identical version over and over and over. We collected data and we found that empirically, if it was a predicted 33.2%, whatever the number might be, we found it 33.2% of the times. So probabilities seem to be intrinsic for the reason we even believe this theory at all. Now in a Many-Worlds approach, you kind of need to rethink what you mean by probabilities because now every outcome is happening with probability one, because in some world, the electronic here and here and here and so forth. And so there's been a long argument, discussion, deliberation, papers, you know, up the wazoo of trying to make sense of something that looks like probability in the context of a world in which fundamentally, there may not be any. Yeah. So where do you think this stands? I know you're convinced that this is really now- That's right, yeah. Solidly understood. Well, I think that I'm a subjectivist when it comes to probability. That is to say I think that the right way to think about probability is there's something I don't know, so I have various degrees of belief that I will attach to different possibilities. This is in contrast with people who believe that probability is an objective thing. - [Brian] Yeah. And they will tell you the only real probabilities are I could roll the dice in principle an infinite number of times and get a fraction of them coming up two, which would be a sixth, right? - [Brian] Right. But of course we use probability talk in all sorts of contexts. You know, the probability someone's gonna win a football game, or win an election or whatever, where it's not doable an infinite number of times. Sure. And that's completely compatible with the subjectivist idea that probability is indicating a degree of belief. And so is the rolling of the dice. Like if you're someone who believed in deterministic laws of physics, there's a fact about where the dice will come up, but I don't know the facts, so I assign it a probability. Right. So it's all fine. I think that Everett is just like that, that Many-Worlds is just like that. When you measure something, you measure a spin and it's either up or down, and so now there's two worlds, one in which it's up, one in which it's down. There's a empirical fact about the process by which that happens, which is it happens really fast. (laughs) It happens so fast that there is a moment when the worlds are separate. There's a version of you on the branch where the spin is up, another version of you on the branch where the spin is down, but you don't yet know, okay? So in that moment, which inevitably happens, both of the copies of your former self that are on these two branches are uncertain about which branch they're on. They have some subjective uncertainty about that. And then the question is, you know, there is, like you said, there's a debate, a lot of papers written. Are you forced to assign probabilities just by the requirements of rationality? No, you are not. But is there like an obvious right way to assign probabilities? Yes, there is. And it turns out that even if you didn't cook the books ahead of time, the obvious right way to assign probabilities is the one that works for quantum mechanics, what we call the Born rule, after Max Born. Yeah. Olivia Newton-John's grandfather. And I think that it's actually a little bit less arbitrary than it can seem. You know, I analogize it to, the technical phrase here is self-locating uncertainty. Telling you where you are in this, yeah. You might know the entire state of the universe except which one you are in. Right. So self-locating uncertainty. And like that's, you know, it's like big, weird metaphysical concept. But look, we don't know whether the dark matter is let's say a weakly interacting massive particle or an axion. These are two particle physics candidates where the dark matter could be, and there's other candidates too, but let's just simplify it to just those two. In some very real sense, there are two possible worlds. One possible world in which the dark matter is a weakly interacting massive particle, one in which it's a WIMP. And if you say, "I think there's a 40% chance it's a WIMP," right? Or axion, either one, you're assigning some self-locating credence to these possible worlds. I think that all of science is that. If someone says, "Are you rationally required to believe that that 40% chance of it being an axion?" Like no, but there's a better way to do it. There's more room to play in scientific theory assignments, because people disagree about scientific theories, than there is in Many-Worlds. Right. In Many-Worlds, it's so obvious what you should do. Right. And I think that as long as you just accommodate yourself, just like moral subjectivity, probability subjectivity too, like there's a lot of stuff that is not out there in the world. We make it up, but it's still really useful. And so in a way though, does that reduce the role of science and the role of the physicist? It's basically taxonomy, right? It's all about just figuring out, you know, the Library of Babel. So the example you gave earlier, is it basically all of our work is trying to figure out which world we're in, which book on the shelf we actually pull off to describe ourselves? I mean- Are we just librarians? I mean- That is more or less exactly Carl Popper's philosophy of science, right? You know, Popper famously said "We demarcate science from non-science by saying what is falsifiable." And he did not like ordinary theory, confirmation theory that, you know, Bayesian reasoning and things like that. He basically said, "What you should do is invent every theory and then you should falsify the false ones one by one, and the thing that'll be left is the right theory," right? So yeah, in some sense, that's what it is, again, for the worlds we're on, but also for the laws of physics. If you think that laws of physics could have been otherwise- - [Brian] Right. What we are doing as scientists is discovering what the actuality is. In this branch. In this space of, well- I mean- There's two things going on. Yes, right. One is in the space of possible worlds- Yes. With different laws of physics. By doing physics, we discover our actual world. Right. In the space of branches, by looking around us- Sure. We discover which branch. Right. Same thing. And so does that, I mean, obviously doing science is about trying to gain insight into our world, would you say, insight into our branch. But in a reality where there's so many variations on the world that we happen to see, does that in any way feel diminishing? I mean, to me, it kind of changes the game, the nature of the game. I mean, Einstein famously said, you know, "Could God have created the universe differently?" There's something deeply compelling about a unique universe that we are just trying to understand, whereas if all possibilities compatible with whatever the foundational equation called Schrodinger's equation, if they're all out there, somehow it changes the nature of the game. I can do no better than to quote our old friend Joe Polchinski. Yeah. Where he said, "I never promised you a rose garden." (both laughing) Yeah, I mean, you got to remember, Many-Worlds doesn't say every possible world happens, right? Sure, it's got to be compatible with the- Gotta be compatible, blah, blah, blah. And, but many, many, many worlds happen, and yeah, that's what it's like. And again, our job is not to impose our desires on the universe, but to try to figure out the best account we can make of the universe we actually find ourselves in. Yeah, yeah, for sure. Final topic, if you still have enough energy to continue, you know, you made reference earlier to heat death of the universe, second law of thermodynamics, you know, Kelvin's mistake and so forth. In recent years, and I know that you've spent some time thinking about this, we've paid more attention to not just entropy, you know, this measure of disorder. It's a word that, I don't know, for some reason people find it off-putting, but it's really just sort of this measure of the amount of organization or lack thereof. There's this other notion called complexity- - [Sean] Right. That is very useful to introduce to try to understand the actual structures that we see in the world. Can you just give- Yeah. A feel for what insight this idea brings that entropy in the second law just glosses over in some sense? So I do think that complexity is a wonderful scientific concept, in part because I would argue... Some of my complexity friends disagree. I would argue this pre-paradigmatic. And you know, Thomas Kuhn had this idea that when a new science comes around, you don't know the rules of the game, right? Like you don't know what are the important examples, what are the important equations, what are the questions you're asking, and you're just sort of fumbling around like, you know, Galileo and Descartes were trying their best with classical mechanics, and then Newton comes along and gives you the paradigm, and now you have questions that we all agree are important and we're all pushing forward in the right way. I think complexity is pre-paradigmatic. We don't have an agreed upon set of the most important things. There exist textbooks on complexity science, and they all have a grab bag of, you know, different things. If this is chapter eight, we're talking about economics, right? So the hope is, the aspiration, and I think it's, again, completely gonna be a matter for reality to decide. We can't decide ahead of time ourselves. Are there features of complexity as such that are common to economics, and computers, and biology, and consciousness enough that we can usefully use these tools? And I think that there's a lot of evidence that the answer is yes. I mean, roughly speaking, there's different notions of complexity, different definitions, just like entropy. - [Brian] Sure. The very simplest notion of complexity is how much information would you need to give me to describe a system? Yep. Okay. So, and that sounds like how big the system is, but that's not true. The integers are infinitely big. There's infinitely many of them. Very easy to describe them. But they're very easy to describe, right? Whereas the United States is smaller than the integers, (laughs) but you need a lot of information to capture it, right? So that's one notion of complexity. But there's also notions that are more functional, and as a quasi philosopher, as a sort of fake philosopher, they rub me the wrong way because what's a function? You know, what's a goal? What's a teleology? And people invoke these words fearlessly, and I'm a little fearful of them. - [Brian] Yeah. If one, so one definition of complexity I heard is, you know, a car, by this definition, a car is not complex. Complexity happens, complexity doesn't happen, complicatedness happens. Yeah. And you have many different pieces that come together, but each piece has one role. Complexity happens when you have many different pieces that don't start off having different roles, but they come together and take on different tasks for the greater thing, right? Like the cells in your body start off similar. The people in a society start off similar, right? The starlings in a flock or whatever. But you get this complex emergent behavior out of the interactions between the pieces. So I think there's something true and real in all these different conceptions. But the question just like with Everettian quantum mechanics is show me the money. What are you gonna do with this, right? Like what are you gonna actually learn from it? My favorite example of something we actually learned comes from Geoffrey West and his collaborators at the Santa Fe Institute. And he said, look, there are these well-known things called, the technical term, I know the audience likes to get some buzzwords for cocktail parties, allometric scaling relations. This is a relationship in, let's say mammals, for example, as a group of animals between their mass, their metabolic rate, so their heartbeat, and their lifespan, okay? So you can like have all these different variables, and they turn out to be tightly correlated. And something that has been noticed since the 1930s or something like that is not only are they correlated, but they're correlated using what are called power laws. Like your metabolic rate is roughly, this is all very rough, right, but in a species of mammal is your mass to some power, and your lifespan is your mass to some power. And you can plot then, you know, show the plots and it's great. It's beautiful. Like for biology, like it fits the data really well, right? And then someone else noticed, okay, they're not only mass to some power, the powers are all like one fourth, (laughs) or minus a fourth, or three fourths or something like that. And sometimes they cancel out. So if you ask the number of heartbeats or the heart rate of a mammal and it's mass, that does something, and then its lifespan also does something, and you multiply them, every mammal gets one and a half billion heartbeats in its life, right? And this is the kind of thing that calls out for an explanation, like that can't just be random. And so West and his collaborators explained it. They came up with a theory based on bifurcating networks that end in nodes that have constant energy rates, and that one fourth is one over the dimensionality of space plus one. Really? Yeah. That's very nice. If we were in four-dimensional space, it'd be one fifth. It'd be one fifth. Exactly. Right. And it's a, is it predictive? Well, maybe not. I mean, you can predict things you haven't measured yet, but it's explanatory in a really nice way. And so I think that that will be, hopefully the aspiration is that's the beginning of a paradigm, right? Like here's a set of ideas, networks, power laws, things like that, that can grow into an explanation of, because power laws are everywhere. The internet, your brain, things like that. And so I think that there is something to the idea that when you have many little pieces working together in concert to have some higher-level emergent complex behavior, there's certain ways that generally robustly work and certain that don't, and that will be the study of complexity. Yeah, so that's a rich, possibly rich subject. Absolutely. And I said it with the last question, actually, one more that just I think it's worth spending a moment on before we wrap up. We spoke a little earlier about artificial intelligence, LLMs, but really in the context of consciousness. Yeah. When you think about the future of physics, and the role that these systems may play in advancing our understanding perhaps more quickly, more effectively, more efficiently, I've had some conversations with some of our colleagues who have said things like, "Pick your final problems." Because you know, five years from now, these systems- Right. And my own experience is somewhat limited. You know, I wrote a paper recently. You made reference earlier before we started to Janna Levin. Janna and I know, you know, Massimo Porrati and Dan Kabat, we wrote a paper. And I was wondering how long would it take me if I treated Chat like a grad student to get it to the result? And it wasn't long. It was like a really good graduate student that could sort of get right there. And it's pretty early game, right? Right. Early on in the... So what do you think about the future of physics research in an era of powerful AI? I do think it'll be transformative. I do think that it will not wipe us out. Like you don't need to pick your last problem. You have at least three or four problems. There it is. I think that's right. Well, that's even just in my lifetime. In your lifetime. So there you go on that right there. I don't want to speak for your students. I don't want to be them. But I had a experience at Johns Hopkins where a postdoc gave a lunchtime talk- Yeah. Where he did the following thing. And he was someone who was in the weeds of the data in gravitational waves. So he had some data set from LIGO, the Gravitational-Wave Observatory, two black holes in spiraling. What you would typically do is you would study the system, you would analyze, you would get the period and whatever, you would write a paper, right? - [Brian] Yeah, sure. He instead wrote a prompt. It was about a page long, and he had the data on his computer, and he had a LLM on his computer. At the beginning of his talk, he submitted the prompt. (Brian laughing) An hour later, the paper was written. Oh, Jesus Christ. Not just the analysis was done. So the paper with references, with plots, with the whole thing. And this was fresh data that the system- Yeah, had not been analyzed before. Had not been ingested before. Now, of course you're gonna want to check this because they make mistakes, right, okay. - [Brian] Yeah. But I think I'm not that, I'm impressed by it, but I'm not that surprised by it in the sense that that's a closed- It's algorithmic. It's algorithmic, right. Right. Right. And so the dream, the aspiration is LLMs will make all the hard stuff go away. Right. All the boring stuff I should say. Yeah, the drudgery work. The drudgery work, right. Yeah, and that would leave us talented, creative human beings to do the real work. I mean, tone of voice and all that, but yes, in real sense. I mentioned I was just, I use LLMs in my work. They are, as friends of mine put it, an accelerator. I would never cut and paste from an LLM output into a paper. Well, you just can't trust it yet, right. I don't know if you saw, but literally the archive, our place where we put all of our science reports- No, there's been a debate about how to treat submissions that haven't, yeah. Well, they came up with a policy that if you have even one hallucinated reference in your paper, you're banned for a year from submitting to the archive, so. That's a pretty low bar. (laughs) You would think. But we've had people fired at places like "New York Times" and "Ars Technica" because they're grown up reporters who- Just making stuff up, yeah. Well, they use- They shortcut and- They shortcut, right. Yeah. All right. However, it's really good for learning things like that are already understood by somebody else- Sure. And you don't. You can ask it questions, and you can even dig in, right? - [Brian] Yeah. But I was trying, like I'm doing a research paper, and by the nature of the kind of research I do, it hasn't been done before, right? We hope. Right, you know, it's close. It builds on things. Yeah, yeah. But because it hasn't been done before, like I was asking, you know, the LLM to do a certain, explain why a certain function had a certain property. Right. Like a very standard thing. And it was wrong over and over and over again, right? Sure. And it was self-contradictory in its own things because it was just a little bit- And it apologized a few times. And it apologized that, says, "Yes, I was contradicting myself." Yeah, right. And then it would contradict itself again. Yeah, and what do you use, which- I use either Claude or ChatGPT. I go back and forth. They're good for different things. But like you say, the state of the art is improving and that will improve. But I still think at the end of the day, I can easily see a world in which LLMs could have solved Einstein's equation to find the short shield solution for the gravitational field of the sun. - [Brian] Right. I don't think they would've invented general relativity. I do wonder about that. You know, look, post-facto, we can always tell interesting stories that make it feel inevitable. Yeah. Right? And so, you know, when I think about general relativity, I use the rigidly rotating disc to try to see how curvature would naturally appear. And once you have curvature in the story, if you're really smart as the LLMs are, you bring in the architecture, the mathematical architecture. Of course, you got the Riemann tensor and the Ricci tensor. You got the metric in there. And now you're knocking on the door of general relativity. So I really do wonder, this is a very hard experiment to do because the systems are already infected by the history of the subject, and they've ingested everything. But I would love to do an experiment where you train the system and you carefully excise any reference, say, to general relativity. Could it get it? So they've done that. Oh, they have done that. Yeah. Oh, I didn't know that. And it's kind of hilarious. The LLMs trained on, let's say, data pre, let's say you give it data that only existed- Before 1905 or something. Before 1913, or something like that. Yeah, right. Let's say 1913. Okay. LLMs don't believe in special relativity because you and I forget that people didn't believe in special relativity. Oh my God, I know that well. And so- The anti-Semites especially didn't believe. Yes, yeah, yeah. Well, yes, there was that. But it was all like, now we know that it's established, we tell ourselves this rational reconstruction of the story. - [Brian] Yeah, yeah. But you know, yeah, they know that it exists because it's in their training data. And they were able to, they were able to excise in a convincing way. It's not that you give it the whole thing and then remove post 1913. You just only give it things. That were never published by that. That's right. And then how well did it, I mean, they must have pushed it. Well, as far as I can tell, they don't think it does very well at pushing. Really? Interesting. But I do think, but look it might be, like again, I don't know. Like I would've been wrong five years ago if you asked me about how good they would be now. But it's not just that they're good at reasoning or bad at reasoning. It's that they're good at a certain type of reasoning. They're super good at interpolating between existing facts. They're super good at remixing and pastiching facts. Like explain the standard model of particle physics in a series of 100 haiku. Right. They could do that better than me. Yeah, really can. It's amazing. But it's much harder to go beyond. Right, right. Extrapolating as hard. Yeah, so we'll see. We'll see where it goes. But it's certainly exciting, and it does raise the question, what will happen to the need for graduate students as we go forward? I mean, we're meant to be training the next generation, but if we're more selfish, and we're just trying to push our own agenda, research agenda forward, it may be that that whole structure that sociologically has been really important may be strained. I do think that, and I don't think that I'm just being, telling myself stories to make myself feel better, but maybe I am. I think the human beings are always gonna be crucial. Always in the next 100 years, let's say. I do think that even the rotating disc, you have to think of the question to ask. I agree. I agree. You have to like do that. And I do think that it's the LLMs, we anthroporphize them and they sound human because they're trained on human speech. Of course, yeah. But the process that gets them there is fundamentally different. So what I do believe is that maybe someday, we'll have different versions of AIs that are not LLMs, right? That are not just learning models. Yeah, sure. That up close, more closely approximate the human thought process, and those might put us out of business but that's not- Or in a completely different methodology that just blows us all away. Right, even better than what we do, right. That's right. All right, well, in any event, it's an interesting future. So thanks so much for the conversation and joining us today. Thanks, Brian. Yeah, thanks. Thank you. (dramatic upbeat music) (dramatic upbeat music continues) (dramatic upbeat music)