Into the Impossible With Brian Keating - The Quantum Secret Einstein Tried to Warn Us About
Episode Date: August 16, 2025Please join my mailing list here 👉 https://briankeating.com/list to win a meteorite 💥 What if the most successful theory in science… doesn't actually explain anything? In this episode of I...nto the Impossible, I talk with physicist and author Adam Becker, who wrote What Is Real?, a stunning exploration of quantum mechanics, its messy philosophical roots, and the long-ignored questions about what the theory really says about reality. We dig deep into a paradox at the heart of modern physics: quantum mechanics works better than any theory we’ve ever invented, yet no one agrees on what it means. Becker walks us through the forgotten history of physicists like Einstein and David Bohm, who dared to question the mainstream “shut up and calculate” mindset, and explains why that mindset might be holding science back. We explore the eerie predictions of the Many Worlds Interpretation, the mind-bending implications of Bell’s Theorem, and how modern experiments—some Nobel Prize-winning—are forcing physicists to confront uncomfortable truths about locality, realism, and the nature of observation. If you’ve ever wondered whether quantum physics is just math, or if it really describes the world we live in, this conversation will challenge everything you thought you knew. — Key Takeaways: 00:00 Intro 02:01 Interpretations of quantum mechanics 05:04 Einstein’s discontent with quantum mechanics 08:01 EPR paradox 10:16 Many-worlds interpretation and Everettian mechanics 17:37 John Bell and Bell’s theorem 23:43 Experimental tests of quantum mechanics 27:21 Quantum computing and its promises 29:17 What is real? 31:56 Outro — Additional resources: ➡️ Learn more about Adam: 💻 Website: https://freelanceastrophysicist.com/ 📚 What Is Real? By Adam Becker: https://a.co/d/5xxMYTj — ➡️ Follow me on your fav platforms: ✖️ Twitter: https://twitter.com/DrBrianKeating 🔔 YouTube: https://www.youtube.com/DrBrianKeating?sub_confirmation=1 📝 Join my mailing list: https://briankeating.com/list ✍️ Check out my blog: https://briankeating.com/cosmic-musings/ 🎙️ Follow my podcast: https://briankeating.com/podcast — Into the Impossible with Brian Keating is a podcast dedicated to all those who want to explore the universe within and beyond the known. Make sure to follow/subscribe so you never miss an episode! Learn more about your ad choices. Visit megaphone.fm/adchoices
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Einstein was very unhappy with quantum mechanics, but there have been some myths about what he was
unhappy about. The common myth is that Einstein was really unhappy that quantum mechanics had
randomness, fundamental stochastic element. Bell came up with this idea of a way to
mathematically constrain what long-distance correlations were possible in a long-distance.
local theory. And then he showed that quantum mechanics violates those conditions.
Everything you think you know about Einstein and his objections to quantum mechanics is backwards.
We've been told for decades that the great physicist was stubborn, that he couldn't accept
the randomness of quantum theory that he didn't believe God played dice. But Einstein wasn't
wrong about quantum mechanics. It turns out he was terrifyingly right. Einstein identified something that
should keep you awake at night. Quantum mechanics forces us to abandon one of the three fundamental
beliefs about reality. Either quantum mechanics is incomplete, or particles can instantaneously
affect each other across the universe, or physical objects don't exist when we're not looking at them.
There is no fourth option. Decades later, physicist John Bell proved Einstein correct with
mathematical precision. Bell's theorem show that quantum mechanics definitively violates locality,
meaning reality either breaks the speed of light limit or splits into parallel universes every time a quantum measurement occurs.
Today's guest, science writer Adam Becker, reveals how our most accurate scientific theory, tested to unprecedented precision,
simultaneously remains our least understood model of the universe.
We can calculate quantum mechanical quantities perfectly, but we have no idea what's actually happening in the universe when we're not watching it.
Adam helps break down all this and more in this special episode of Into the Impossible. Let's go.
Today we're covering a topic that you may think you already know, and that is what is real, what is reality.
But I assure you our today's guest has much more to say about that than you would have ever contemplated.
And I like to begin, Adam, by asking you in the context of what we teach our students.
We never sit there and talk about what is the interpretation of a pendulum in classical mechanics, Newton's balls as shown here.
we don't talk about interpretations. We don't say in electromagnetism, how do we interpret the magnetic field, even though it's bizarre? Because it involves imaginary numbers. So why do we have to talk about interpretations of quantum mechanics to understand it in any depth? Yeah, because the math of the theory doesn't line up with reality in an obvious way, right? That's sort of the fundamental difference between quantum mechanics and these other theories that we're talking about, right? In Newtonian physics, the role played in the role played in,
in the theory by, you know, a mass is very clear, right?
It's a little thing like this.
And when you do this, it does this, right?
Sure, maybe the electromagnetic field is a bit weirder, right?
As you said, it involves imaginary numbers.
But, you know, we know what magnets are.
We know what things with electric charge are and the effects that those forces have on those
things is relatively clear.
In quantum mechanics, that all kind of goes out the window.
it's not actually clear what the relationship between the math of the theory and the things in the world is, except in certain very specific scenarios.
And so this leads to questions like, oh, okay, outside of those very specific scenarios, like, you know, when we're looking at the results of an observation, what's going on?
And that's where we need an interpretation of quantum mechanics to understand what's happening.
There are those that say that we don't need it.
No, we just should shut up and calculate.
How is that philosophy at school different?
in the sense that we teach our undergraduates,
effectively teaching the Copenhagen interpretation.
Yeah.
In advanced quantum mechanics, then we go back to the beginning
and talk about the interpretations of quantum mechanics.
Yeah.
We might even get into many worlds theory.
We might talk about that today.
But the question that I have is,
and yet there are very few situations
where we can actually get numbers out of the theory
that we can test against experiment.
But when we do, those numbers are testable
to the highest level of precision of any of the sciences,
let alone of the physical sciences.
So talk about how useful it is to be able to do calculations, even if you don't understand the interpretations.
Totally. Yeah. Well, look, like I say in the book, what is real, quantum mechanics works incredibly well.
It's, you know, arguably the greatest success story in all of science. It's an incredible theory.
And so as a practical matter, shutting up and calculating is often a pretty good mood, right? Because if you have to shut up in order to do those calculations, yeah, that's a reasonable price to pay, right? But we don't.
And if we ever want to move beyond quantum theory to the next theory, whatever that is,
we may need to wrestle with these issues that were sort of left unresolved by the founders of the theory.
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Talk about quite often that Einstein was wrong about quantum mechanics.
And it's too bad because he could have had a good career.
It could have been famous.
That and if he had accepted the presidency of Israel.
That's all he's CV really lacked.
Talk about what was he wrong about?
Was he wrong about being wrong as he was with the cosmological constant or perhaps dark energy?
Well, so Einstein was very unhappy with quantum mechanics, but there have been some myths about
what he was unhappy about, right? So the common myth, and I mean not just in the public,
but among physicists, is that Einstein was really unhappy that quantum mechanics had randomness,
fundamental stochastic element. And it is true that quantum mechanics has that. And it is also true
that Einstein wasn't happy about it. But that's not the,
thing that he couldn't accept. Einstein had no problem with randomness in theories. He was actually
a big advocate of statistical mechanics. What he had trouble with was not even that the randomness
was fundamental, which it's not in statistical mechanics, or at least not in the same way. That
concern with randomness came out of his real fundamental concerns, which were about realness,
about reality in the theory, and about another thing, locality. So the first one was just that the
theory seemed in this Copenhagen interpretation, this shut up and calculate approach championed by
among other people, Neil Spore, seemed to imply that when observations weren't happening,
the things governed by quantum mechanics, the subatomic particles, didn't exist or, you know,
couldn't be said to exist. And this was something that Einstein just, you know, said, like,
there's no reason to think that that's true. Observation isn't like that. Why should observations matter in
this way. And to demonstrate that problem, there was this sort of related problem that he was
really the first to identify, which is still with us, which is that quantum mechanics has a tension
with the idea of locality, the idea that things influences cannot travel faster than the
speed of light. And Einstein correctly pointed out that the theory as formulated had that problem.
and many of his contemporaries, like Boer, dismissed that and said, no, it doesn't.
And then what was discovered later on after both Boer and Einstein were dead was, yeah, actually
there is an issue with locality and quantum mechanics.
You know, it's not a fatal flaw, but there's a tension there.
There is something in the theory that does allow for the possibility of some sort of non-local influence
or, you know, the appearance of a non-local influence,
there's something that requires further work and explanation
in the theory regarding locality.
And Einstein saw that.
Actually, before there was even a fully worked out theory of quantum mechanics,
his concerns about locality and quantum theory go back as far as 1909.
In the famous EPR conjecture paradox, can you explain that?
Why is that so such a rich source of inspiration for people working on foundations of
quantum mechanics and interpret.
of it even to this day. Yeah, so EPR that showed up in 1935 and the name EPR was as the initials
of the three people on the paper, Einstein, Podolsky, and Rosen. And the idea there was that you
could have a system of quantum particles that shared a quantum mechanical relationship, even though
they were very far apart called entanglement. And Einstein and Podolsky and Rosen came up with
to show that there's this fundamental feature of quantum mechanics entanglement that implies
that these particles must be sort of connected instantaneously no matter how far apart they are
if you accept that no fuller description of nature than that given by quantum mechanics is
possible. And so Einstein in his sort of reformulation of this that he did about 15 years later,
basically made it clear that the choice in the EPR paradox was between either locality
or the completeness of the theory.
And Einstein said, you know, he thought clearly the correct answer was completeness.
He said, you know, quantum theory works.
Of course it works.
It's just incomplete.
And for a long time, there was no real reason to think that he was wrong about that.
Would that have necessitated what we call hidden variables or, you know,
they have completeness?
Could you have locality, completeness, or reality, or did you have to pick like a smorgas
board from, you know, one or two of those options at most?
To fill in this completeness gap that Einstein saw, you would need hidden variables or something
like that.
And so, you know, he was laying this out as a choice of like, either you have to be comfortable
with non-locality, which is a pretty high price to pay, or you need to say, well, we're not
done yet.
There was something missing from the theory that we can find with a deeper theory.
and for a long time that looks fine until this guy came along John Bell.
Yeah.
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Yeah, we'll get the John Bell in a minute.
Before we get to John Bell and resolve this issue of completeness and hidden variables,
I want to talk about a contender that's come up lately as a springboard to determine
And what will it mean to have a theory that is complete?
What does it mean in practice?
And that's called Everettian mechanics or many world interpretation of quantum mechanics.
I like to joke that I've discovered a parallel.
You know, Schrodinger's cat is kind of the most famous paradox of superposition.
And the Copenhagen interpretation led many people to kind of scratch their heads for a long time.
So I've come up with the analog of that for Everettian mechanics, which I want to lay upon you.
So Schrodinger had a cat, but Everett has a rabbit.
it and it's called Leveretian Mechanic.
Oh no.
Got it.
That's a good one.
Come on.
I'm a dad.
I got to make dad jokes.
Come on.
I get a license.
So talk about why is it, in your opinion, why is it undergoing kind of a resurgence
of popularity, everyone from movies to Sean Carroll and others that really do bolster this interpretation
and almost accept it as if it's true.
And not only that, they sort of have a belief in it.
So first of all, what is Everettian mechanics, many worlds interpretation, as it's called?
And what, if any evidence in the physical world would give us.
credulity in the fact that these things branch different rates and we could measure. Can we actually
ever settle this question of which interpretation is quote unquote correct? I think we can,
but I'm going to come back to how in a minute. But as for why many worlds has sort of seen this surge in
popularity, I think there's a few reasons. One of them is sort of steeped in the physics of it all, right?
There has been a wider appreciation over the last 20, 30 years among physicists that, hey, actually
maybe quantum foundations does matter because for a long time, it just was not seen as real science and
real physics. And the only people really doing it were either like outcast physicists or philosophers
of physics who I think correctly recognize that there was a serious problem here. But in the last
few decades, what's happened is quantum mechanics has been more established as this theory that
really needs to work at all scales from the small up to the large. And once you accept that,
you really can't shy away from the problems that come with it, like the measurement problem.
If you want to do quantum cosmology, you need to be comfortable in some way with talking
about quantum systems the size of the entire universe. If you do that, you need to be thinking
about quantum foundations. There's no way out. That and, you know, the fact that things that came out
of quantum foundations, directions of research that came out of quantum foundations, like quantum computing
has sort of seen this like full flowering, I think made it impossible to ignore this. And then once you
stop ignoring quantum foundations, then you have to start looking at possible solutions. And there are a
lot of things about the many worlds interpretation that look pretty appealing to physicists. I don't
subscribe to it personally, but I think it's a reasonable option of the options available. Like the
things that make it appealing. It doesn't, it doesn't involve modifying any of the equations that
we already have, right? It doesn't. You still have Schrodinger's equation. Yeah, exactly. You still
have Schrodinger's equation. You still like do everything the same way. You just need to make
this change in what you think the theory is saying about the nature of our world. And the
alternative is collapse of the wave function. Yeah. Unitary evolution versus nonunitary evolution
collapse. So you avoid that because everything involves unitarily.
Right. Exactly. And so that looks pretty good. I mean, the price that you have to pay for that is, oh my God, there are all of these universes, but we don't see them. Where are they? But the theory has an answer for that as well. So, you know, I can understand the appeal. But the other reason it has appeal is not about the physics. And it's just, it sounds pretty good, right? It just sounds interesting.
It's a matter of taste.
No, no, no, I don't, I don't mean it sounds good like as a physicist. I mean it sounds cool if you're not a physicist.
Right.
Right. That's why it's in movies.
Yeah, exactly.
That's why it's in movies and comic books and the Spiderverse, right?
Yeah.
But you mentioned how could we detect it?
So I asked this of Sean Carroll.
Yeah.
How is it possible that we could even, you know, detect something that where this
branchial, you know, function is occurring at the rate of, you know, 10 to the minus 32 of a second,
which is, you know, getting close to plank time.
You know, it's only 10,000 or 10 billion plank times.
Tell me, how could we actually discern the presence of a parallel alternate multiverse,
universe ever any in or otherwise. Right, right, right. So I'm not Sean. Sean would say, well,
you see it in the fact that quantum mechanics is correct, right? Many of you are watching this
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People say things like, oh, the double slit experiment. Right. I've never really.
fully bought that, but maybe can you make the case?
Oh, sure, yeah. If I put on my Sean Carroll hat and pretend to be Sean Carroll for a second and
like really be ever ready. I just saw him like a week or two ago. Then I'd say, yeah, well, look,
the fact that we get an interference pattern in the double slit experiment is something that
you can't coherently explain without, you know, many worlds or something like that or you have to,
you know, choose one of these other less palatable options. And so out of the available options for
explaining how quantum mechanics works, this is the best one. Right? And I don't, I don't
know that that's exactly what Sean would say, but that's the kind of thing that you get from
Averedians. And I understand why they say that. And again, I think this is reasonable. I'm just not
convinced that they're correct. I don't think that we currently have a way to detect this or figure out
which interpretation is correct. But I think that someday we will, because what's going to happen is
one of the few things that I think everybody agrees on within physics about quantum mechanics and
quantum physics is that it's not the final theory, right? We know we're not done. At the very least,
a theory of quantum gravity. And that means we need to move beyond this theory at some point.
And historically, it is when we move beyond a certain theory that we get a new light onto what
that theory was saying in the first place, right? When we moved past Newtonian physics,
we learned new things about what Newtonian physics had been saying all along. We had a new way of
looking at it. And the interpretation of quantum mechanics that we choose may end up influencing
you know, in what direction we make a discovery that lets us move past it to the next theory.
And so it may be that the next theory comes with a way of looking at the world that's really
best compatible with one or a certain way of interpreting quantum physics and may even come
with a way of experimentally distinguishing between different interpretations of quantum mechanics.
Is there any other example of a theory that works but nobody understands how it works?
Yeah, that's a great question.
Honestly, I mean, there are theories that people commonly misunderstand,
but it is hard to think of a theory that people take as seriously as quantum physics
that is as poorly understood at the fundamental level as quantum physics is.
And I think that's really striking in one of the reasons it's a problem.
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Let's talk about John Bell.
How does John Bell kind of come to either the rescue
or perhaps final humiliation of EPR, of IRIS?
Einstein and his and his colleagues.
Yeah.
What was his role?
And first explain, if you would, what are hidden variables and why did this pose such a
contentious problem for many decades?
Absolutely.
So hidden variables, the idea there is realizing in a way Einstein's dream, right?
Saying, yeah, you know what?
Quantum mechanics works really well, but it's incomplete.
And there is some hidden thing that takes this fundamentally probabilistic theory and actually
makes it deterministic, something that actually determines these outcomes that we are seeing
that we can only ascribe probabilities to. And again, the probabilistic stuff isn't what Einstein
was really concerned with fundamentally, but finding a way to solve that problem would, you know,
get rid of the problems or seemed like it would get rid of the problems that Einstein had. And this
brings us to Bell, right? Because Bell, it's actually, it's very interesting. Some people have said,
yes, Bell's the man who proved Einstein wrong. And other people
said, no, Bell's the man who proved Einstein right. And I understand why they both said that.
I'm more inclined to say that he proved Einstein right in that Einstein was concerned about
locality and quantum physics. And Bell showed that he was right to be concerned about that
because it's a problem. What Bell did was he looked at the only hidden variable theory
that existed at the time that he came up with, you know, that he was thinking about this.
Bell was thinking about this originally in the early 1950s and then he put it down for
little while, came back to it in the mid-1960s. And he was looking at the only hidden variable
theory that existed at the time was a thing called BOMian mechanics, which does, you know,
assign this sort of deterministic hidden variable picture to what's going on like under the hood of
quantum physics, but at the price of introducing non-locality. And so Bell looked at that and said,
does it have to do that? Is that a general feature of quantum mechanics or is there a way around
it. And so what Bell did, and I want to emphasize he did this without quantum mechanics, he just
did this starting from the assumption of locality and not from the assumption of hidden variables
or anything else like that, just locality. Bell came up with this idea of a way to, you know,
mathematically constrain what long distance correlations were possible in a local.
theory. And then he showed that quantum mechanics violates those conditions. So, you know, Einstein
with EPR, he had shown that with quantum mechanics, there was a choice between its locality and its
completeness. And what Bell showed was it's worse than that. Either nature is non-local or
quantum mechanics is incorrect in certain situations. Or there is some weird things. Or there's some weird
third way out that involves something like many worlds or something else. There's, you know,
there are ways to wriggle out of Bell's, you know, theorem, but it's a very narrow door.
I viewed this as sort of an very instructive, the sociology of science. Even the great Einstein
was sort of shunned. And certainly you make the case in the book, the bone was really kind of,
you know, traumatized by his outcast. What is the role of consensus in science? I mean,
going beyond the headlines and 97% of scientists, I mean, whatever that means.
Is there a place for consensus and what was the damage done?
Yeah.
And what opportunities came out of that for people like Xilinger, Klausor and others that
we'll get into in a minute from the shunning of people like this tragic figure that
Bohm really ultimately is portrayed as in the book.
Yeah, yeah.
No, I mean, David Bohm, you know, he was shunned by his fellow physicists for, you know,
saying the things that he said about quantum physics.
And then he got, you know, run out of the country for being a constant.
communist and couldn't find work. Even though he had recommendation letters from Einstein and Oppenheimer, just about the best recommendation letters you could ask for, he ended up going to Brazil. And then even though he ultimately decided that communism was wrong and that he was no longer a communist, he didn't feel comfortable coming back to the U.S. after the experience that he'd had, and I think understandably so. But yeah, I mean, I think that there is a place for consensus in science, right? And I think even David Bome would agree with that. For example, Bome was part of a scientific consensus that quantum mechanics is correct.
correct, right? And Naomi Oreskes, author of Merchants of Doubt, she talks about consensus as sort of
one of the products that science produces is scientific consensus. And it is absolutely true
that there's a scientific consensus that quantum mechanics works. It is also true that sometimes
scientific consensus is wrong. But usually when science is functioning properly, that, you know,
the cases where scientific consensus is wrong are usually more like questions around quantum
interpretation than they are around questions around, you know, does quantum mechanics work at all?
The key point there is that, you know, it goes back to the question you were asking about,
can we know if there are these other universes? One of the reasons quantum foundations is hard
is because quantum foundations, with rare exceptions like Bell's theorem, doesn't make contact with
empirical, you know, experimental science. And so it was only when Bell found a way to have
quantum foundations make that contact that a new opportunity for consensus arose. And I think that
part of what we're seeing now with the increased interest in quantum foundations is essentially
a delayed reaction to that to say, oh, yeah, I guess actually this does matter. I think there is
an important role for consensus in science. When science is functioning properly, we need scientific
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About it.
Since you wrote the book, at least two scientists have won the Nobel Prize for Quantum
Foundations, Anton Zilinger and John Klauser.
Talk about, and it was obviously due to your book.
I mean, you put them on the map, Adam, let's be honest here.
Talk about the experimental approach to interpretations of quantum mechanics,
the work by Klauser, by Zilinger, and their colleagues.
How does that fold in and why does that still matter today?
Haven't we proven, you know, shut the door completely on this, you know, Sophie's choice
between completeness and locality and reality?
Yeah, yeah, yeah.
So Bell showed that there was this choice, right, between the accuracy of quantum mechanics.
It's correctness and locality.
And so that meant that you had to test quantum mechanics in these specific scenarios that,
as it turned out, no one had tested it.
Some people had come close, but no one had actually done the test.
And so what Klauser and then later Aspe and Zylinger did was they actually performed that test.
So John Klauser led the charge to do the first experimental test, and he did this up at Berkeley in 1972 with Stuart Friedman,
to actually do the first experimental test of Bell's theorem to test quantum mechanics in these conditions.
and Bell thought that quantum mechanics would, you know, come out on top.
He thought that it would work.
Klauser wasn't so sure.
Klauser was hoping that it wouldn't, which is, you know, understandable, right?
In his first letter to Klauser, Bell said, you know, you got to think that quantum mechanics
is going to work, but there is the small chance that it won't.
And in that case, that would shake the world, right?
Klausor wanted to shake the world.
And I think it's a testament to his skill as an experimenter, both that he was able to
to do the experiment, and that even though he was hoping it would turn out one way, it turned out
the other way. And he published that result. And then when another team, I think over at Harvard,
did a similar experiment and found that no, actually quantum mechanics was wrong, Klauser went back
and did his experiment again at a higher precision and in, you know, a way, I think, more closely
resembling the Harvard team and found, no, his initial result was correct. Even though,
it's not what he wanted. Which is a good thing. I mean, that's a good sign of a scientist is not
dominated by confirmation. Exactly. Yeah. Yeah, yeah. It's how science is theoretically supposed to work.
Aspe came in and saw this debate going on between Klauser and the others and said,
oh, by the time I get an experiment up and running, it's going to be too late. That'll be resolved.
But maybe I can find a different twist. Maybe I can get the experiment done. There's a thing that
has to be done in these experiments where you switch detector settings at different ends of the
experiment. And he said, maybe I can find a way to make that happen really, really fast, which would
close certain loopholes around, you know, slower than light connections between the two ends of
the experiment. And he did find a way to do that and publish that result. And he also, you know,
Klauser had a lot of trouble finding a job. Aspe went and talked to Bell before he engaged in this.
And Bell said, do you have a permanent position? Because otherwise you shouldn't do this.
And Aspe did. And after he did it, he went and gave a lot of talks about it. It was very sort of
persuasive that this is interesting science. And that had a really big effect just on the culture of
the field. And then Zylinger came in and closed another one of these loopholes around detector efficiency
at both ends of these Bell experiments. And this third generation of Bell experiments is sort of,
you know, led us into this modern era of quantum information science. They're all really spectacular
and I think beautiful experiments. So two final questions. One, can you explain quantum computation?
Why does it have such promise?
Is it high?
Do we really expect to learn more about the physical universe than just learning about
how to solve a Hamiltonian or a proteophil?
Quantum computers are very good at describing how quantum computers work.
As Feynman pointed out in the 50s and 60s, what else can they do?
Can they really do anything superior?
And can we connect them to your new book?
Are they also going to be part of an AI dystopian future?
I mean, quantum computers, it's not just hype.
If we can get quantum computing to work, we can use it to, you know, as Feynman
and many others said it's not just him.
We could use it to learn a lot about, you know, material science, quantum mechanics.
There are certain algorithms that we have not been able to find classical computing
algorithms for, but quantum computing algorithms that can go really fast for like factoring numbers.
It's really, it could be very interesting.
We don't know for sure that we're going to be able to get it to work at the scale that we'd
need it to for it to actually be practical.
And even if, and by we, I just mean humanity here.
And even if it turns out there is a way to do that, that doesn't mean that it's going to replace the kinds of computers that we have now.
I don't think it's ever going to do that, both because quantum computers are not better than existing computers at many other tasks.
They're just as good or worse.
And also it seems unlikely that we'd be able to get quantum computers to work, you know, that would not be sort of very delicate.
Because the level of control is literally quantum needed to make them more.
work. So it's not hype, but it's also, you know, still technology that we're figuring out. We're
trying to see if we can prove it. You know, the answer to the question, is it going to be part of this,
you know, AI future? It really depends on the question of, well, how well does it work out?
Silicon Valley would like it to work out very well and, you know, perform all kinds of magic tricks
for us. Silicon Valley wants a lot of things. Okay. So, Adam, what is real?
Okay, so my favorite Amazon review of either of my books, or maybe it's good reads.
Yeah, I think it is.
It's a good reads review of what is real, and it's art.
Like, I should print it out and frame it.
I love it so much.
It just says, you know, what is real?
The author's answer?
I don't know.
And it's like, buddy, there's a question mark there at the end of the title.
And the subtitle has the word unfinished right there in it.
Like, did you, if somebody could explain to you in just 300 pages what, the answer to the question, what is real?
Would you believe them?
Like, I, you know, I don't, I don't know.
But I do know that whatever it is, it is something that makes quantum mechanics true, right?
Or at least approximately true, right?
Because like quantum physics, quantum mechanics, quantum field theory, these are the most accurate theories that we've ever devised, especially quantum field theory.
There's got to be something in the world that those theories are about that makes them approximately true.
We hear a lot about all sorts of misapplications of quantum theory as well as things like quantum healing, quantum spirituality, even things that are supposed to entangle us and how those relate to souls and the afterlife and so forth.
What would Einstein make of this?
Would he call it nonsense?
What do you make of it?
I can't speak for Einstein, but I don't.
You know, I do think he would have thought it was nonsense.
I can't, you know, imitate his voice well enough to say what he would say,
but he certainly would not have thought that any of that was good.
I think he would have just rolled his eyes and said, yeah, that's what humans do, right?
I think it's nonsense.
There's certainly no connection to quantum mechanics with any of that stuff.
And I also think that these sort of misunderstandings around what quantum mechanics means
and the sort of hole in our understanding of it that's left by not investigating
in quantum mechanics for, or the quantum foundations, rather, for a very long time, left an opening
for that stuff, made it easier to sort of sell that kind of snake oil, to say that, yeah, you know,
quantum mechanics proves that there's this fundamental role for the observer and stuff like that.
But I will also say that is also just stuff that humans do.
Humans are always going to find ways to misapply, you know, truths and, and try to do this
kind of thing. And, you know, if you're, if you're feeling pessimistic, you can say we're always
going to con each other. If you're feeling optimistic, you can say we're always going to look for
hope even where we shouldn't. But either way, this sort of misinformation and disinformation is out
there, and you've got to be careful. Adam Becker, thank you so much for your time on both of
these wonderful books. We'll have links to everything down below. Thank you so much. And so much
more. The implications of quantum mechanics stretch far beyond the laboratory. If you enjoyed exploring
how our most successful theory might be fundamentally incomplete, you should definitely check out my
episode with cosmologist Sean Carroll, where we dive deep into the many worlds interpretation
and whether every quantum measurement literally splits reality into two parallel universes.
Click here and don't forget to subscribe.
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