Into the Impossible With Brian Keating - David Deutsch Says We Will Build Humans Before We Build AGI
Episode Date: September 11, 2025Get My New Book, Focus Like a Nobel Prize Winner, for Only $ 0.99! This week only: https://a.co/d/hi50U9U David Deutsch offers his insights into the physics that will impact our future, challenging... our new technologies, such as AGI and the development of synthetic humans, as depicted in movies. Join us for this fascinating discussion as we go INTO THE IMPOSSIBLE. KEY TAKEAWAYS 00:00:00 – 00:00:39 Could machines experience thoughts and sensations like humans? 00:00:45 – 00:01:46 Deutsch argues subjective experiences can arise from any system replicating brain-like processing. 00:01:47 – 00:02:25 We never experience the present moment directly but recall slightly delayed interpretations. 00:02:25 – 00:03:30 Deutsch views himself as software running on brain hardware, embodiment is mainly computational. 00:03:30 – 00:04:37 Loss of physical body parts doesn’t reduce personhood 00:04:43 – 00:07:13 Story of “lock-in” from horse’s width shaping space tech leads to analogy about AI hardware lock-in. 00:08:10 – 00:09:20 Lock-in may slow progress but creativity ensures no permanent limits. 00:09:20 – 00:12:15 Square roots and complex numbers naturally emerge in physics due to algebraic structures of reality. 00:12:15 – 00:13:31 Not all mathematical structures are worth exploring—only those relevant to solving physics problems. 00:13:31 – 00:17:00 Shift to memetics: persistence of anti-Jewish patterns is deeper than typical memes. 00:17:00 – 00:19:26 Pattern predates Christianity; it persists through cultural rationalizations, not simple hatred. 00:19:50 – 00:21:23 Discussion of life vs. death choices from Torah portion ties to Deutsch’s book on infinity 00:21:44 – 00:22:32 Humanity faces no upper or lower bounds—capable of infinite progress or catastrophic mistakes 00:23:36 – 00:24:21 Advice to young self-consider interference processes as a door to quantum computation 00:25:16 – 00:26:13 Deutsch admits past mistakes—initially misjudged multiverse explanations and free will 00:27:08 – 00:28:08 David redefines free will as the ability to create objectively new knowledge. 00:28:14 – 00:28:41 AGI programs will have free will once true AI is achieved. 00:29:02 – 00:29:18 Conclusion -------------------------- Additional resources: Get Dr. Brian Keating’s NEW Book for Only 0.99! This week only: https://www.amazon.com/dp/B0FN8DH6SX?ref_=pe_93986420_775043100 Get David Deutsch’s Book: https://www.amazon.com/Beginning-Infinity-Explanations-Transform-World/dp/0143121359 Please join my mailing list here 👉 https://briankeating.com/yt to win a meteorite 💥 -------------------------- Join this channel to get access to perks like monthly Office Hours: https://www.youtube.com/channel/UCmXH_moPhfkqCk6S3b9RWuw/join 📚 Get a copy of my books: Think Like a Nobel Prize Winner, with life changing interviews with 9 Nobel Prizewinners: https://a.co/d/03ezQFu My tell-all cosmic memoir Losing the Nobel Prize: http://amzn.to/2sa5UpA The first-ever audiobook from Galileo: Dialogue Concerning the Two Chief World Systems: Ptolemaic and Copernican https://a.co/d/iZPi9Un 📺 Watch my most popular videos:📺 Neil Turok https://www.youtube.com/watch?v=Dt5cFLN65fI Frank Wilczek https://youtu.be/3z8RqKMQHe0?sub_confirmation=1 Eric Weinstein vs. Stephen Wolfram https://www.youtube.com/watch?v=OI0AZ4Y4Ip4?sub_confirmation=1 Sir Roger Penrose: https://youtu.be/AMuqyAvX7Wo Sabine Hossenfelder: https://youtu.be/g00ilS6tBvs Avi Loeb: https://youtu.be/N9lUceHsLRw Follow me to ask questions of my guests: 🏄♂️ Twitter: https://twitter.com/DrBrianKeating 🔔 Subscribe https://www.youtube.com/DrBrianKeating?sub_confirmation=1 📝 Join my mailing list; just click here http://briankeating.com/list ✍️ Detailed Blog posts here: https://briankeating.com/blog 🎙️ Listen on audio-only platforms: https://briankeating.com/podcast Learn more about your ad choices. Visit megaphone.fm/adchoices
Transcript
Discussion (0)
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And I want to ask you, is it even, you know, possible in principle to conceive of a machine
that A, has a happy thought, what does that even mean?
And B, could visualize the visceral sensation of free fall in an elevator or going over a
roller coaster hump.
Is that not something unique to the human embodiment of natural intelligence?
Therefore, making it impossible for artificial intelligence to construct interesting new theories
of physics, for example, like the Einstein equivalence principle?
We are such machines. So obviously it's possible for them to exist.
But in computing, in silicon, in qubits form, and any form you like, an artificial
intelligence to replicate that.
Well, so an intermediate step before considering AGI would be, is it possible to build a human
being from scratch out of atoms. And I think that that is clearly not forbidden by any fundamental
theory that we have. Obviously, we're nowhere near being able to do it. And then what is really,
what is really operating to make the subjective sensation of falling and that kind of thing
is not different between neurons and whatever your toy brain is made out of. If you
could make the toy brain out of materials that did something analogous to the information processing
in brains, then it would, I was about to say, it would say that it experienced that as well. But I think
that it's obvious that it would experience it, because when we say that we do experience it,
we're actually consulting our memory of experiencing it. We never experience what's actually
happening in a particular instance. We only ever experience what has happened to us.
one-fifth of a second or more ago, and what's more we are interpreting it.
And all that is computations.
And we know no machine can perform computations that are different from the ones that can be
performed by a universal Turing machine, or, if you like, a universal quantum computer.
Although I very much doubt that quantum computations are necessary for human
cognition. So the notion of embodiment, I talked to Ghilm Chomsky about this many years ago,
but he seemed to think it was critical to have an embodied, you know, and again, that's not
impossible, so therefore it must at some point be explored and a proper question. But in the near term,
do you think it's more likely we could get a Turing test that's based on a new law of physics,
not, or some new discovery, or even an old law of physics that's finally understood and more
predictive and more explanatory, but only on the basis that it's embodied in some sense. In other
what part of what you do as a theoretical physicist is only made possible enabled by your
physical embodiment? Well, my physical embodiment in my brain, so the way I look at it is that
I am a computer program. In other words, I'm an abstraction. I am not the brain. The brain is just
the hardware on which I am running, but I am software.
So I am therefore embodied in the brain.
If I were embodied in something else with the same computing power, then I would be
embodied in that.
If it didn't have the rest of the body, like the arms and legs and so on, then that would
be equivalent to being in a sensory deprivation tank.
But a person in a sensory deprivation tank is still exactly as much of a person.
as when they're outside.
And if you lose a limb, you don't say, I'm less of a person now.
Or, I mean, you might say that, but you'd be saying that metaphorically.
You're not less entitled to the vote or less entitled to human rights if you lose an arm.
And I think the same is true of the brain.
That is what counts in the brain is the running program.
That's what is conscious.
That's what has feelings.
and that's what is embodied.
When you talk about something being embodied,
I am embodied in the brain, mostly.
I mean, it's also, the rest of the body also plays some role
with chemicals and so on.
But that's, again, all just information processing.
And the brain is the most important
because it's the only one in which error correction occurs.
I want to ask hardware-related question.
You mentioned software, but I can't resist
as an experimentalist mentioning hardware.
And that's this phenomenon known as lock-in.
One of my favorite examples is the Hubble deep field could have been a lot deeper.
And we could have learned a lot of the things that took until the James Webb Telescope
at much greater distance from the Earth at the L2 Lagrange Point, a million miles from Earth,
as opposed to 630 miles above the Earth.
And that was set by the width of a horse's rear end.
And I don't know if you know this story, David.
Have you ever heard this?
Okay.
So this is at least partially true.
But so the space shuttle was launched using solid rocket boosters.
Those solid rocket boosters were made in Utah in the western United States.
And the space shuttle was launched from Cape Canaveral in Florida.
So they had a traverse from Utah to Florida, which is 2,000 kilometers plus, something like that.
And on their way, they had to go through at least, you know, seven different tunnels in trains, train tunnels.
And those train tunnels are a certain width.
They're set by the width of the gauge of the railroad.
and two of those tracks side by side is what determines the maximum width of something that can go
through such a tunnel.
Well, now we go back another step.
And, well, what sets the width of the railroad gauge?
Well, that was set by the width of horses that used to pull a standard gauge chariot going
back to the Roman Empire.
So two horses were used to pull chariots.
And that's the actual width.
It's something like 2.3 meters or something like that.
That's the width of a railroad track, which is now half the width of the tunnel, that the booster had to go through.
And the altitude the booster gets to is proportional to its area, specific impulse, its jerk, if you will, is determining what altitude it got to.
And that caused us the Hubble Space Telescope launched by the space shuttle to get to an altitude of about 400 to 600 kilometers or something like that.
And that meant it went through the atmosphere and experienced something called the South Atlantic anomaly.
and it also had day-night cycles every 90 minutes,
which is bad for the thermal regulation of the camera.
At any rate, David, the point I'm getting to is that no one would have thought
that the Hubble Deepfield image of a galaxy would not have been as good
because of the width of a horse's butt was too small.
If it had only been bigger, we would have had higher, you know.
But I want to turn that type of thinking into a question about AI,
because we talk a lot about AI.
Again, you predicted immensely, presciently,
in this book from 14 years ago, many of the things were just now seeing and anticipated some
things we haven't yet seen, but I'm wondering if we'll ever will see them because of lock-in.
In other words, the LLMs that you and I use every day are based on GPUs married to LLMs.
And those GPUs were designed such that my kids could play Minecraft a little bit faster than
their neighbor and kill him, you know, before he kills my kid in the game.
They weren't designed for this.
they happen to be exceptionally well suited to matrix multiplication, inversion, and other things, right?
So I'm wondering, did that lock us in to a finite ceiling on what computers can ultimately do
because of the trillions of dollars that are going into GPU plus LLM
and not into alternative modes of artificial intelligence that could be actually useful
for physics and determining new laws of physics and stuff.
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What do you think about that, Ard?
I think that sort of thing is bound to be ubiquitous
and it's bound to slow things down
compared with not having it, not having that thing.
But it cannot impose a bound.
So it can make things happen later than they otherwise would,
but it can't stop things happening.
For example, with your horse's rockets, yeah, if that horse's butt thing
were really the impediment to space travel,
then by now, you know, it would have prevented the Hubble Space Telescope
from being better and may, you know, you could imagine a scenario
where it prevented all sorts of other things.
But by now, if there was a factory in one part of the US
and you needed to get the rocket to the other part,
then Elon Musk would make a reusable rocket into which you could put that rocket
and would transfer it that way,
would simply take off in one place and land in another.
And then the problem would be solved,
except probably it would be expensive.
But then the problem of expenses also solved in the long run by creativity.
One thing I've wanted to ask you for 12 years or so is what I call the unreasonable effectiveness of the square root in physics.
And that's, if you look at the Poisson bracket in classical mechanics, you get a commutation relation and happens to vanish.
But then if you add the square root of negative 1, now all of a sudden it doesn't vanish.
And you get this very interesting and rich behavior.
Likewise, if you add the square root in a certain sense to a group called SU3, you get rotations in S.
SO2, if you add quaternions, which are sort of the next level up in a grassman algebra for
imaginary numbers above, you know, second and third, fourth dimension. And then if you do matrix
multiplications in higher dimensional spaces, you encounter the LU decomposition and you get square
roots as well. What do you make of the square root? Imagine that there are many universes and
that reality consists of many universes in each of which physical quantity,
have different values, like the position, you know, is one thing in one universe and it's a different
number in another universe. So you might think that the way you'd represent that mathematically is
as an array or a vector where each element of the vector is a value of that variable in that
universe and then the second is the value in the second universe.
It turns out that that doesn't work because the real descriptors of the multiverse are algebraic.
The real relationships are algebraic relationships between what are often called operators, linear operators, whatever.
But the important thing is that they are an algebra.
And you can't represent an algebra in a vector.
But you can do the next best thing and represent them in a matrix.
So instead of having an array of real numbers, you want to have a matrix which somehow represents
a set of real numbers.
Well, what can they be?
What set of real numbers can be represented by a matrix or by an element of an algebra?
Well, the answer is its eigenvalues.
Those are the only set of real numbers that are invariant that you can construct out of an
algebra. So you have an algebra and you want eigenvalues of things that describe reality to be
real numbers. Therefore, they are omission. Symmetric or general matrices won't do. Only
emission matrices have real eigenvalues. So that's my answer. That's where complex numbers enter into
physics.
And then higher generalizations in terms of spinners and so forth are naturally.
Now, again, hearkening back to my first question about mathematical inductions,
limitations, and how minimal surfaces have singularities less than dimension seven.
Is that, are we limited then?
Or would you expect that every mathematical structure, you know, whatever the next level up
from a grassman algebra is from dimension three or four, rather, complex
dimension too, but is this a possibility? In other words, should we spend a lot of our time
exploring all mathematical structures and how we could, you know, force them to to instantiate
themselves as physical observables? No, we should only explore the ones that we think might solve a
problem in physics or mathematicians should explore only those ones that they think solve a problem
in mathematics or interesting to mathematics. I think that's the same thing as solving a problem.
in it. If there is some mathematical limitation, it's because solving the problem in physics
requires that limitation, like the finite speed of light. It's necessary that the laws of physics
impose that limitation because of the structure of space time, because time has to be different
from space and that kind of thing. Okay, okay. So you may not want to talk about this. This is going to
go into Israel, Palestine, but your thought process and your frameworks for assessing memetics and
memes, and I've had the honor of hosting Richard Dawkins in person here on the West Coast.
I want to ask you this question.
Memes, as you frame them, are replicators of human epistemology, effectively, in some sense.
They shape, you know, the modality of human thought, the way genes and the extended phenotype,
for example, can shape our biological development.
And I started to think about the Israeli, you know, Palestinian conflict through this lens,
only recently, so my thoughts are necessarily well, well unformed, shall we say.
You said this place was steps from the water.
We just haven't found the steps yet.
How much did we save?
Enough.
Enough to get lost.
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But I often wondered, you know, how can this conflict persist, you know, for decades and decades?
And I wonder if it can be explained through memetics in that these are enduring, that they are
entrenched, that they are simple to explain. It's easy to say free, free Palestine. These are very
catchy things. And as you had in your country yesterday at Glastonbury, who were speaking in
June, this horrific, you know, event where these anti-Semite rappers, we were seeing about the death
and threatening death to the IDF and, you know, basically Israel would be soon to follow.
Is there a way to interpret the Israel, the endurance, the persistence of either side of the conflict,
but obviously I'm Jewish, I'm very Zionistic?
Is this possible to be understood through the lens of memetics as to its endurance long past
the, you know, kind of date for which other cultural and even wars are being fought with much
greater human genocide and so forth, to the extent that Israel even is complicit in such a thing.
But can you understand it? I'm sorry for the long-winded question, but do you interpret it in any way
as a memetic battle as in addition to an actual genetic battle?
So the memes of what used to be called anti-Semitism, but I want to get away from that terminology,
so I call it the pattern. It's the pattern of...
legitimizing hurting Jews. It's not hatred. It's different from many other memes. Obviously,
it is a meme because, you know, there were people who were enacting this behavior long before
anyone alive today was alive. So it didn't get from one generation to another by genes. It got there
by people telling each other stories, telling each other ideas about how the world works.
Why this, but it's certainly not explained by that, because as you said, most memes,
it is very rare for a meme to last a hundred years, much rare a thousand years.
Without evolution?
Well, evolutionary things can last for a long.
time, but that's because they have a different mechanism.
Memes have to run the gauntlet of being represented in minds and then enacted in every generation.
Genes can survive for generations without ever being enacted.
But like, you know, I have genes to heal broken bones, and I may never have a broken bone in my life,
but I could still pass it on to the next generation.
Memes aren't like that.
They have to be enacted and they have to be enacted.
acted faithfully in every generation so long as they last. Why this particular meme, and I don't think
it's only a meme, I think there's also a logic of the situation involved, which we also don't
understand, why this has lasted for at least 2,400 years. So that means it was not caused by
Christianity, like many people say. It existed long before Christianity, probably more than
2,400 years ago.
I don't know why.
It's less important to know
why than to know
that it is there because
only then can we see
what it isn't. Like that it isn't
racism. It isn't
xenophobia. It isn't
picking scapegoats.
All those things can be caused by
it. That is
the pattern can cause
hatred because
people will
will want to explain in their own minds why they have what Sartre called the predisposition
to the pattern. And they will try to explain it in terms of things in their culture that are
deemed in their culture to legitimize hurting people. So in cultures where being heretic is deemed to
legitimize hurting somebody, people will say, people explain their behavior towards Jews in terms
of religious beliefs.
But atheists don't explain it that way,
but they explain it in terms of things that in their culture
justify hurting people,
like imperialism or genocide and whatever.
And it's important, again, as Sartre said,
I was very surprised, by the way,
at how much sense he talked about this.
Very surprised.
The impulse comes first,
and the explanation for how they purporting to justify it or why they believe it comes second.
And a lot of the justifications just don't make sense in their own right.
But people's rational faculties are disabled by this pattern.
It's like a state of mind that has that effect on morality and has that effect on reasoning.
why it happens, why it is so long-lasting, I don't know.
I wonder if it's maybe the first kind of instance of such a behavior that's not only oriented
towards hatred of others, but also hatred and willing to sacrifice oneself.
And I'm really touched by the ending of your book of the beginning of infinity is actually
the beginning or the middle of my bar mitzvah parcia, which I never had my bar mitzvah at age 13.
So I had at age 52, four times 13, with my family at the Kotel.
And my bar mitzvah, Parcia, is Nizavim, where it says the following.
It says, I've put before you life and death, blessing and curse, so that you may choose life and blessing.
And the end of beginning of infinity, what lies ahead of us is, in any case, infinity.
All we can choose is whether it is an infinity of ignorance or knowledge of wrong or right, blessing and curse effectively.
death and life. Was that intentional? Am I reading too much into it? I did not know that passage.
I learned that passage only recently from Douglas Murray. Yes, I talked to him about it on my podcast.
So that's when I first heard it. So as I also say in the book, when people seek the truth,
they also converge with each other. That's right, because there is only one physical truth and one physical world to describe.
But I wonder, the reason I bring that up is because when I read the Bar Mitzvahe
partial throughout my life or, you know, when I should have done it. I thought, well, this is kind of
foolish and superfluous. Surely there are no people who choose death and choose curse. And yet I read
that bar mitzvah portion at the Cotel on September 7th, 2003, a month before October 7th. And I was
there with my family. And I just thought, I'm hopeful, et cetera. This is a new day. And nothing could
be further from the truth. I guess I wonder, are you optimistic? And my last three questions
involve you and I hope you'll give me a forbearance of five more minutes of your time.
And then we'll wrap up because I know it's late there. But is there a limit to infinity in that
if we have elements and memes that choose death and choose cursed willingly and they say so
themselves? Is there a limit to what humans can achieve? Are universal constructors?
all. So there's no limit to the size of error we can make. That's a feature of being general purpose,
the G in AGI. We are GIs, not AGI's, but the G is there. And that means not only is the future
potentially unlimited. There's also no limit to the size of mistake we can make, including
destroying ourselves. There's no limit to the size of mistake. An individual can
make. And it very often happens that people make a mistake or valuing something above their own
lives. Sometimes they're right. Sometimes they're wrong. More often they are wrong. So I don't think
there's any upper bound, but there's also no lower bound. Very good. Okay. The last two questions
come from Sir Arthur C. Clark, your late countryman, who actually, I don't know, did you know that he's
responsible for the word podcast that we're enjoying right now? I thought it was more recent. You'll know
the movie 2001 of Space Odyssey, obviously.
Open the Pod Bay doors, hell.
So when the first iPod was made, it had this white shape and it had this circle like the
eye of Dave, you know, and the Pod Bay was the repository of protection and knowledge for
the astronauts.
And the engineer who created the iPod in 2001 told Steve Jobs that, you know, his favorite
name for it was the iPod after the pod in 2001 of Space Odyssey.
So it comes from Sir Arthur C. Clark, and Steve Jobs accepted that name.
So behind me is the famous saying, Open the Pod Bay Doors and Neon Sign, if you're watching.
So I want to ask you two questions. The name of the podcast is Into the Impossible,
and it comes from Arthur C. Clark's famous phrase that the only way to determine the limits of
the possible is to go beyond them, go beyond, into the impossible. And I want to ask you
the form of a question, advice to your former self or what you might say to your former self.
If you had 30 seconds with a 20-year-old David Deutsch and you could talk to him about anything for 30 seconds only,
what would you tell him to give him the courage to do as you've done to go into the impossible?
I think that philosophical advice like that is almost impossible to follow.
So I would want to give him some factual knowledge, such as think about the fact that interference processes could be used to perform computations.
that sort of opens a massive door to understanding not just quantum computers,
but all sorts of things about physics.
Feynman, when asked this question, say, you know,
he was asked, what would you tell primitive people?
He said that matter is made of atoms.
But I already knew that when I was 20.
So there's this other thing I could say.
That's great.
Yeah, he said that what contains the most knowledge
in the least amount of characters or words.
Yeah, I would say that the cosmic micro-ray background has a power spectrum
that you could describe with 2,500 numbers,
and that includes quantum mechanics within it because the physics of the hydrogen atom.
But this is not my podcast.
So the next question is kind of maybe an offshoot of one of Sir Arthur's other phrases.
He was quite quotable.
He said, for every expert, there's an equal and opposite.
expert. I like to drop that on my department chair every now and then. But the final question is one
where he said the following. He said for any older scientist that says something is possible,
he or she presumably is very much likely to be correct when they say something's possible. But when
they say something is impossible, they are much more likely to be wrong. And so I want to ask you,
what have you been wrong about? What have you changed your mind about? What would you like a mulligan on?
If anything, what have you most found at odds with your former way of thinking?
So I think my former way of thinking, sort of worldview or epistemology,
I think I didn't understand, again, when I was 20, I didn't understand the importance of
explanation.
I needed to understand that more.
I would have been flabbergasted if told that the pattern exists.
I would have resisted that and I would have been wrong.
I think the main things I've actually been wrong about are more prosaic.
When I first encountered Everettian quantum theory,
I thought it needed an extra structure, which I called the interpretation basis.
Other people had the same idea.
They didn't call it that.
And it took a long time before.
Actually, some philosophers, notably Harvey Brown, Sarah Foster,
Michael Lockwood persuaded me that not only is this not needed, it is a mistaken theory of the
multiverse. And it has all the problems, all the problems that you were mentioning earlier
about things like splitting and how fast did it happen and what is the universe and what else
is there in the multiverse apart from universes and so on. Those are all caused by that kind of
thinking. So I was wrong about that. I was also wrong about the multiverse being able to explain
free will. So at the end of my first book, The Fabric of Reality, I give a story about how the
multiverse can explain free will because it can explain counterfactuals. But what I got wrong
is that it can only explain some counterfactuals. But to explain free will, we need to explain
all counterfactuals, including counterfactuals of the form. If quantum theory weren't true,
then this would happen. Or if this theory that some crank has invented were true, then this,
then this would go wrong. And in other words, we have to understand a theory, we have to understand
counterfactuals that aren't anywhere in the multiverse. They are just imaginary. We have to
understand those too. And since then, I've come to think of free will in terms of creating
knowledge. So we have free will if we can bring something objectively new into the universe.
Will computers have free will? It's not computers, it's computer programs.
Computer programs will have free will when the problem of AGI is solved. Of course,
if we destroy ourselves before we solve that, then they won't. But I, I, I,
expect that we won't destroy ourselves, and I expect that the problem of AGI will be solved,
and the resulting programs will have free will.
David, you've expanded my fabric of reality. You've put many, many more wrinkles into my brain.
And I have another two dozen questions about technical details of quantum mechanics and the
Deutsche States and Deutsche Gates and all sorts of fun stuff, but maybe we'll do that in person.
I'd love to meet you someday.
and this has been a great honor for me.
Thank you so much for your courage,
for your intellectual championing
of rational thought,
and just the way that you've transformed
not only what we know, but how to think.
And I think that's incredibly rare.
You're a real treasured.
That's very kind.
And again, thank you for having me.
Hey, everybody.
I'm usually the one that asks my guest
to judge their books by their covers,
but today I'm asking myself to judge my own book by its cover.
My newest book, Focus Like a Nobel Prize winner,
is chartful of advice,
Life tips, and focus and productivity tips from nine of the world's greatest minds.
Nobel laureates ranging from economics to peace to physics, of course.
It launches September 9th, which is also my birthday.
I hope you'll check it out, and my publisher's got an Amazon to run a special,
just for listeners on The Into the Impossible podcast.
You can get the Kindle edition for only 99 cents.
That's less than a new pocket protector.
So go to Amazon and get the Kindle copy today.
because this special only lasts for the first week after launch.
If today's conversation with David Doidge made you question everything about modern science,
you need to watch my recent episode with Sabina Hassenfelder.
We got into how mathematical beauty can guide scientists astray
and what the true power of quantum computing and artificial intelligence may turn out to be.
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