WEBVTT

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So what if I told you that the nuclear arms race,

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your ability to stream a video right now on your

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smartphone and like the science of predicting

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a hurricane were all essentially invented by

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the exact same brain. It sounds totally made

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up, right? Yeah, exactly. I mean, we usually

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think of modern progress as this, you know, massive

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decentralized web, millions of different minds

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working in total isolation. Right, building on

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each other over decades. Exactly. But when you

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start tracing the wires of the modern world back

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to their source, you just keep bumping into one

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very specific, almost unbelievable person. John

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von Neumann. Yes. Today we are bringing you on

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a deep dive into the life of a man who is, well,

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often considered the smartest person of the 20th

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century. And honestly, that might even be underselling

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him a bit. It really might. So our mission today

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is to give you a shortcut to understanding a

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genuine polymath, because looking closely at

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von Neumann is really the only way to actually

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see the invisible fingerprints left all over

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the reality we navigate every single day. Yeah,

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because to understand him is to understand the

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mathematical blueprint of the modern world. I

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mean, we are talking about someone who didn't

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just... casually contribute to established fields.

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Right. He didn't just tinker. No, he stepped

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into physics, economics, computer science, and

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even global geopolitics. And he entirely redefined

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the foundational rules of how they operate. OK,

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let's unpack this. We have to start with the

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sheer terrifying processing power of this man's

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brain. It's the only place to start, really.

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Right. Because if we just list his achievements,

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he's going to sound like a dry historical figure

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in a textbook. So he was born in Buda. in 1903,

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a literal child prodigy. And not just in a good

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-at -his -times tables kind of way. No, no. He

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had mastered calculus by the age of eight, eight

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years old. Yeah. And by age 12, he was reading

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professional, graduate -level mathematics texts

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on the theory of functions. Which is just wild.

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It is. He was digesting the absolute edge of

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human knowledge before he was even old enough

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to drive. There's this one detail in the sources,

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a party trick he used to do that completely blows

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my mind. Oh, the phone books. Yes. He would memorize

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pages of telephone directories. Like someone

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would randomly call out a page number and von

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Neumann would instantly recite the names, the

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addresses, and the phone numbers on command.

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What's fascinating here is the underlying mechanism

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of that intelligence. Stanisław Ulam who was

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a brilliant mathematician and one of his closest

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friends, noted that von Neumann's way of thinking

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wasn't necessarily visual. Which is weird, right?

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Because we usually expect a geometry genius to

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see shapes floating in their head. Exactly. But

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his intelligence was structural and oral. He

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possessed this incredibly intuitive feeling for

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the combinatorial superstructure of new theories.

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So it's more like hearing a pattern. Yeah, he

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could hear the structural logic of a problem

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the way a musician hears a chord progression.

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Wow. Okay. Well, I want to test that structural

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thinking with my absolute favorite story from

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the sources. It's the famous fly and two bicycles

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puzzle. So this perfectly illustrates it. It's

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so good. So the puzzle goes like this. Two bicycles

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are 20 miles apart and they're riding towards

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each other at 10. miles an hour. Right. Now a

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fly is zooming back and forth between the front

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tires of the two bikes at 15 miles an hour until

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they eventually crash. The question is, how far

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does the fly travel? And usually if someone asks

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you that you try to calculate the fly's first

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trip. Right, then the second slightly shorter

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trip as the bikes get closer and so on. It gets

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infinitely complex. But there's a logic shortcut,

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isn't there? There is. You bypass the fly completely

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and just look at the bikes. They are 20 miles

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apart, traveling at 10 miles an hour. So they

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collide in exactly one hour. Exactly. And if

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the fly is traveling at 15 miles an hour for

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that one hour, it travels exactly 15 miles. It's

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a trick question designed to test if you can

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step back and find the elegant, simple logic.

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Which makes von Neumann's reaction so wild to

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me. Another scientist posed this exact puzzle

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to him. Von Neumann paused for like maybe a second

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and just answered, 15 miles. And the scientist

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thought he caught the trick. Right. The scientist

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laughed and said, ah, you saw the trick. Most

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people try to calculate the infinite back and

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forth paths. And von Neumann looked genuinely

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confused and said, what trick? All I did was

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sum the infinite geometric series. He literally

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did the impossible version of the math. In his

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head. In real time. He calculated the shrinking

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back and forth distances of the fly, shrinking

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infinitely down to the millimeter, and added

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them all up in his head. It's just, it's not

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normal. No. It was actually reported by his peers

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that he could do calculations in his head ten

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times faster than Enrico Fermi. And Fermi was

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a Nobel laureate in physics. He was renowned

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for his own speed. Exactly. So if someone is

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this fast, do they even think like a human? Or

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are they just running algorithmic code in their

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head? I mean, he sounds like a biological CPU

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born decades before actual CPUs even existed.

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He really did operate like a supercomputer. Yet

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at the same time, he had these incredibly human,

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eccentric quirks. Oh, the quirks are the best

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part. Yeah, like he couldn't work in silence.

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He would blast German March music at full volume

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in his office at Princeton. Which drove Albert

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Einstein crazy, right? Completely. Yeah. Einstein

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and his other colleagues down the hall were deeply

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annoyed by it. And he always wore formal three

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-piece suits. Always. Yeah. Even when doing something

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as casual as riding a mule down the Grand Canyon?

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Just a full suit on a mule. Amazing. And he was

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a partier, too. Oh, big time. He loved throwing

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massive parties, staying up drinking until dawn,

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and then he would just casually deliver a brilliant,

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groundbreaking mathematical lecture at 8 .30

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in the morning. But despite all of that swagger,

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the sources note that he actually suffered from

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deep self -doubt. which is kind of heartbreaking.

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It is. He worried that he lacked the intuitive,

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creative spark of his peers. Like he thought

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he was just a really fast calculator. Exactly.

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He idolized the sort of irrational leaps of faith

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creativity that people like Kurt Gödel possessed.

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It's a profound paradox. He had this unmatched

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technical virtuosity, but he felt he lacked the

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romantic, artistic side of mathematical discovery.

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But that realization that his brain was this

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perfectly tuned engine of structural logic that

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actually set the stage for everything that followed.

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Because when a mind like that decides to map

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the bedrock of physical reality... it fundamentally

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reorganizes human knowledge. It does. So let's

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talk about how he applied that engine to quantum

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mechanics. Because in the 1920s, quantum physics

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was, frankly, an absolute mess. Total mess. You

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had different scientists coming up with completely

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different mathematical frameworks to explain

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how subatomic particles behave. Physicists were

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just arguing over what it all meant. And then

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in 1932, he published Mathematical Foundations

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of Quantum Mechanics. He stepped into all that

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that chaos and provided the first rigorous mathematical

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framework for the field. He cleaned it up. He

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did. He reduced the mess of quantum physics to

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the mathematics of what are called Hilbert spaces.

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And a Hilbert space, just to simplify for a second,

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is basically a way to do geometry in infinite

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dimensions, right? That's a great way to put

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it, yeah. It allowed physicists to plot the state

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of a quantum system perfectly. He also proved

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why things like the uncertainty principle happen,

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right? Like the idea that you can't know both

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the exact position and the exact momentum of

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a particle at the same time. Yes. He proved it

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wasn't just a measurement error or some weird

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physical quirk. It was an absolute mathematical

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necessity based on the non -commutativity of

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operators. Wait, the non what? Non -commutativity.

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So in normal math, Order doesn't matter. Three

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times four is 12, and four times three is 12.

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Right. But von Neumann showed that in quantum

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mechanics, the order in which you measure things

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fundamentally changes the mathematical result.

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Measuring position then momentum is not the same

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as measuring momentum then position. Here's where

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it gets really interesting, because he doesn't

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just stay in subatomic physics. He pivots completely.

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A massive pivot. He sits at a poker table, looks

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at people bluffing, and accidentally invents

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an entirely new mathematical discipline. Yeah.

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Game theory. Yeah. In 1928, he proved the minimax

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theorem. And what does that actually mean in

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practice? It establishes that in a zero -sum

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game where your loss is exactly my gain, like

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poker or war. There is a mathematically perfect

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strategy to minimize your maximum possible losses.

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So assuming the worst case scenario. Exactly.

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Imagine a negotiation where you assume your opponent

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will always make the move that hurts you the

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most. Minimax is the mathematical formula for

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finding the absolute safest path through that

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hostility. He looked at the conflicting interests

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of human beings, like our lies, our bluffs, our

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negotiations, and decided he could just write

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an equation for human deception. And by doing

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so, he revolutionized 20th century economics.

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With Oscar Morgenstern, he wrote Theory of Games

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and Economic Behavior. Because before von Neumann,

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economics relied heavily on traditional differential

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calculus, right? Right. And calculus is great

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for smooth, continuous curves, like a planet

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orbiting a star. But human behavior isn't a smooth

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curve. Exactly. Von Neumann pointed out that

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human economic decisions aren't smooth curves

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at all. We make abrupt jumps. We bluff. We change

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our minds. We're messy. Very. He showed that

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economic theory actually needed functional analysis

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and inequalities to handle the messy, erratic

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jumps of human behavior. He fundamentally upgraded

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the mathematical level of the entire discipline.

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To him, whether it was the unpredictable path

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of a subatomic particle or the unpredictable

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behavior of a human being in a market, it was

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all just a system. Just another system. And every

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system is governed by mathematical logic. But

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OK, here's the bottleneck. The hardware problem.

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Right. The logic of his math was leading him

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to map incredibly complex systems. We're talking

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about the fluid dynamics of explosions or the

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growth of an entire national economy. And the

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human brain, even one as fast as von Neumann's,

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simply couldn't crunch the numbers fast enough.

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He needed to build a machine that could actually

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keep up with him. And he didn't just theorize

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machine, he designed its skeleton. In 1945, he

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wrote a report on the EDVSC, which was a very

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early computer. Okay. In it, he outlined what

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we now call the von Neumann architecture. Which

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is huge. It's everything. To understand why this

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changed the world, you have to look at how computers

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used to work. Early computers were basically

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giant calculators. If you wanted them to solve

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a new problem, you had to physically unplug cables

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and rewire the machine. like an old telephone

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switchboard operator. So it was hardware acting

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as software. You literally had to rebuild the

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machine for every single math problem. Right.

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But von Neumann introduced the concept of storing

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both the data and the instructions, the program

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itself, in the exact same memory space inside

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the computer. Which means the machine can change

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its own instructions without anyone touching

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a physical wire. It can run software. Yes. I

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mean, think about the smartphone in your pocket

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right now. Every time you open an app or switch

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from a video to a web browser, your device doesn't

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need to be physically rewired. Thank goodness.

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Right. It just loads a new set of instructions

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from its memory. You are using the von Norman

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architecture. He literally built the physical

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stage for the digital age. And once he built

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the stage, he started writing the scripts. In

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1945, he invented the merge sort algorithm. What's

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that? It's a highly efficient way to take a massive

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chaotic list of data, break it down into tiny

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pairs, sort them, and merge them back together.

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Oh, wow. It's so fundamental that it's still

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taught in every single computer science 101 class

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today. And he wanted to use these machines to

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predict the future, basically. I mean, he co

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-created the first climate modeling software

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to perform the world's first numerical weather

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forecasts, and they ran it on the ENI -ST computer.

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If we connect this to the bigger picture, von

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Neumann realized something profound about computation.

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Until then, math was mostly about finding analytical

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solutions. Like an exact formula that gives you

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a neat answer. Right. But many real -world problems

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like the swirling of a hurricane or the fluid

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dynamics of the atmosphere are nonlinear They're

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way too messy for a simple formula. You can't

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solve them in one step. So what do you do? von

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Neumann realized computers weren't just for brute

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forcing arithmetic. They were a completely near

00:12:37.330 --> 00:12:40.070
philosophical approach to gaining insight into

00:12:40.070 --> 00:12:43.269
these chaotic problems by simulating them step

00:12:43.269 --> 00:12:45.889
by step, millions of times over. It's like he

00:12:45.889 --> 00:12:49.350
gave humanity a totally new sensory organ to

00:12:49.350 --> 00:12:51.610
perceive the universe. That's a great way to

00:12:51.610 --> 00:12:53.289
think about it. And while we're talking about

00:12:53.289 --> 00:12:55.830
his mind bending concepts, we really have to

00:12:55.830 --> 00:12:58.389
look at his work on cellular automata and the

00:12:58.389 --> 00:13:00.409
universal constructor. This might be his most

00:13:00.409 --> 00:13:03.879
prophetic work. Right. Because long before Watson

00:13:03.879 --> 00:13:06.019
and Crick discovered the physical double helix

00:13:06.019 --> 00:13:09.120
structure of DNA, von Neumann was mathematically

00:13:09.120 --> 00:13:12.279
analyzing the abstract concept of self -replication.

00:13:12.440 --> 00:13:15.299
He asked a purely logical question. What is the

00:13:15.299 --> 00:13:17.480
structural mechanism required for a machine to

00:13:17.480 --> 00:13:20.059
build a copy of itself? And he figured it out.

00:13:20.250 --> 00:13:23.590
Mathematically, yes. He proved that for any system

00:13:23.590 --> 00:13:25.830
to replicate, it needs a set of instructions,

00:13:26.110 --> 00:13:28.009
a mechanism to execute those instructions to

00:13:28.009 --> 00:13:30.730
build a body, and a separate mechanism to copy

00:13:30.730 --> 00:13:32.929
the instructions and insert them into the new

00:13:32.929 --> 00:13:36.090
offspring. Which, astoundingly, is exactly the

00:13:36.090 --> 00:13:39.149
division of labor between DNA and the cellular

00:13:39.149 --> 00:13:42.129
machinery in our own biology. It's uncanny. He

00:13:42.129 --> 00:13:44.649
treated life itself as an information processing

00:13:44.649 --> 00:13:48.269
problem. He modeled this using a 2D grid called

00:13:48.269 --> 00:13:51.019
cellular automata. And that's a mathematical

00:13:51.019 --> 00:13:54.039
model of biological systems that went on to influence

00:13:54.039 --> 00:13:57.100
artificial life research, advanced computer graphics,

00:13:57.440 --> 00:14:00.620
everything. It's everywhere. But we have to address

00:14:00.620 --> 00:14:04.019
the narrative causality here. Because these massive

00:14:04.019 --> 00:14:06.460
leaps in computing power, these deep inquiries

00:14:06.460 --> 00:14:09.820
into fluid dynamics and nonlinear systems, they

00:14:09.820 --> 00:14:11.419
didn't happen just because he was curious about

00:14:11.419 --> 00:14:13.320
the weather. No, they definitely did not. They

00:14:13.320 --> 00:14:15.840
were funded and driven by the most urgent, high

00:14:15.840 --> 00:14:18.600
-stakes military crises in human history. Yes.

00:14:18.919 --> 00:14:21.879
During World War II, von Neumann's unparalleled

00:14:21.879 --> 00:14:24.500
expertise in mathematics of fluid dynamics and

00:14:24.500 --> 00:14:26.860
explosions brought him directly to the Manhattan

00:14:26.860 --> 00:14:29.340
Project at Los Alamos. Right. And the military

00:14:29.340 --> 00:14:31.779
had a very specific, seemingly impossible physics

00:14:31.779 --> 00:14:34.600
problem. They were designing the Fat Man atomic

00:14:34.600 --> 00:14:36.480
bomb, the one that would eventually be dropped

00:14:36.480 --> 00:14:38.480
on Nagasaki. And the challenge was the core.

00:14:38.669 --> 00:14:41.669
Exactly. They had a solid core of plutonium,

00:14:41.990 --> 00:14:44.590
and to trigger the nuclear chain reaction, they

00:14:44.590 --> 00:14:47.490
needed to compress that metal core evenly from

00:14:47.490 --> 00:14:50.850
all sides at the exact same microsecond. This

00:14:50.850 --> 00:14:53.230
was called the implosion method. Think about

00:14:53.230 --> 00:14:55.809
a normal explosion. It blasts outward, expanding

00:14:55.809 --> 00:14:58.470
rapidly. Right. That's what explosions do. But

00:14:58.470 --> 00:15:00.809
von Neumann had to mathematically reverse that.

00:15:01.409 --> 00:15:04.429
He had to figure out how to shape standard explosives

00:15:04.429 --> 00:15:07.590
around the plutonium core so that when they detonated,

00:15:07.919 --> 00:15:10.980
The shockwaves focused perfectly inward, squeezing

00:15:10.980 --> 00:15:13.059
the metal into a critical mass. Which sounds

00:15:13.059 --> 00:15:16.200
like a fluid dynamics nightmare. It was. Achieving

00:15:16.200 --> 00:15:19.139
a perfectly symmetrical implosion was so difficult

00:15:19.139 --> 00:15:21.139
that many scientists thought it was completely

00:15:21.139 --> 00:15:23.879
unworkable. But von Neumann conceptualized and

00:15:23.879 --> 00:15:26.279
designed the explosive lenses needed to shape

00:15:26.279 --> 00:15:28.840
those shockwaves. His calculations proved that

00:15:28.840 --> 00:15:30.919
if the asymmetry of the inward bladge was kept

00:15:30.919 --> 00:15:33.720
under 5%, the bomb would work. And he didn't

00:15:33.720 --> 00:15:36.070
stop at the bomb's internal mechanics. He also

00:15:36.070 --> 00:15:38.549
calculated the exact altitude for the detonation.

00:15:38.730 --> 00:15:42.110
Right, the mock stem effect. Yes. He figured

00:15:42.110 --> 00:15:44.370
out that detonating the bomb a few kilometers

00:15:44.370 --> 00:15:46.590
above the ground, rather than letting it hit

00:15:46.590 --> 00:15:49.070
the earth, would cause the initial shockwaves

00:15:49.070 --> 00:15:51.769
to hit the ground, reflect upward, and merge

00:15:51.769 --> 00:15:54.289
with the incoming waves. Creating a mock stem.

00:15:54.629 --> 00:15:57.169
Exactly. Amplifying the destructive pressure

00:15:57.169 --> 00:15:59.669
and maximizing the sheer devastation on the city

00:15:59.669 --> 00:16:02.169
below. He was even placed on the target selection

00:16:02.169 --> 00:16:04.899
committee. And the sources note his first choice

00:16:04.899 --> 00:16:08.019
to drop the bomb was Kyoto, the cultural capital

00:16:08.019 --> 00:16:10.759
of Japan. Simply because its layout would maximize

00:16:10.759 --> 00:16:13.559
the psychological and physical impact. The Secretary

00:16:13.559 --> 00:16:16.649
of War eventually vetoed that choice. But after

00:16:16.649 --> 00:16:19.330
the war, his defense work only accelerated. It

00:16:19.330 --> 00:16:22.389
became his primary focus. Yeah. He became a massive

00:16:22.389 --> 00:16:24.570
proponent of developing the hydrogen bomb, which

00:16:24.570 --> 00:16:27.309
was exponentially more powerful. He pushed the

00:16:27.309 --> 00:16:29.730
military to develop Intercontinental Ballistic

00:16:29.730 --> 00:16:32.970
Missiles, or ICBMs. He literally chaired the

00:16:32.970 --> 00:16:35.389
top secret committees that designed the delivery

00:16:35.389 --> 00:16:38.309
systems for global thermonuclear war. He was

00:16:38.309 --> 00:16:40.809
heavily involved. So what does this all mean?

00:16:40.950 --> 00:16:43.360
I have to push back here for a second. When you

00:16:43.360 --> 00:16:46.039
map the world purely through logic and you view

00:16:46.039 --> 00:16:48.399
human conflict through the cold lens of game

00:16:48.399 --> 00:16:51.580
theory, does it detach a person from the moral

00:16:51.580 --> 00:16:54.179
weight of their calculations? I mean, he optimized

00:16:54.179 --> 00:16:57.000
a bomb to destroy a city with the exact same

00:16:57.000 --> 00:16:59.419
intellectual detachment he used to solve the

00:16:59.419 --> 00:17:02.200
fly and bicycle puzzle. This raises an important

00:17:02.200 --> 00:17:04.519
question about the intersection of pure intellect

00:17:04.519 --> 00:17:08.230
and government power. To really understand von

00:17:08.230 --> 00:17:10.609
Neumann's actions, you have to look through the

00:17:10.609 --> 00:17:12.750
lens of the game theory he himself invented.

00:17:13.289 --> 00:17:16.009
Okay, how so? Well, the sources note he described

00:17:16.009 --> 00:17:18.809
his own ideology as violently anti -communist

00:17:18.809 --> 00:17:21.269
and much more militaristic than the norm. Yet

00:17:21.269 --> 00:17:23.130
remember, he was a Jewish man who had fled the

00:17:23.130 --> 00:17:25.490
rise of totalitarianism in Europe. Right, so

00:17:25.490 --> 00:17:27.690
for him, the survival of Western civilization

00:17:27.690 --> 00:17:30.170
against Nazi Germany and then Soviet communism,

00:17:30.210 --> 00:17:32.230
that wasn't just some theoretical debate. It

00:17:32.230 --> 00:17:35.269
was the ultimate zero -sum game. And according

00:17:35.269 --> 00:17:38.029
to his minimax serum, in a zero -sum game with

00:17:38.029 --> 00:17:40.430
an existential threat, you simply have to win

00:17:40.430 --> 00:17:42.849
at all costs or you lose everything. So it's

00:17:42.849 --> 00:17:46.170
pure survival math. Yes. The sources detail how

00:17:46.170 --> 00:17:48.789
he believed that if the Soviets got these weapons

00:17:48.789 --> 00:17:51.750
first, the free world was finished. His calculations

00:17:51.750 --> 00:17:55.849
were cold, yes. But in his mathematical framework,

00:17:56.589 --> 00:17:59.230
overwhelming military dominance was the literally

00:17:59.230 --> 00:18:01.990
only rational path to preserving civilization.

00:18:02.240 --> 00:18:05.160
It is just a terrifying application of pure logic.

00:18:05.579 --> 00:18:07.599
And it brings us to the tragic paradox of his

00:18:07.599 --> 00:18:10.920
final days. The alternate rationalist, the man

00:18:10.920 --> 00:18:13.380
who calculated the end of the world, was eventually

00:18:13.380 --> 00:18:15.960
forced to calculate his own end. Which he struggled

00:18:15.960 --> 00:18:19.680
with deeply. Yeah. In 1955, at the absolute height

00:18:19.680 --> 00:18:22.259
of his influence, von Neumann was diagnosed with

00:18:22.259 --> 00:18:24.720
lung cancer. And many historians suspect it was

00:18:24.720 --> 00:18:26.900
directly linked to the radiation he was exposed

00:18:26.900 --> 00:18:29.039
to while observing the Manhattan Project nuclear

00:18:29.039 --> 00:18:32.509
tests. He died at the very young age of 53. And

00:18:32.509 --> 00:18:34.990
the sources show that this man, whose brain could

00:18:34.990 --> 00:18:37.109
process the infinite complexities of the universe,

00:18:37.470 --> 00:18:40.109
was utterly terrified of death. He couldn't accept

00:18:40.109 --> 00:18:42.430
the illogical nature of his own consciousness

00:18:42.430 --> 00:18:44.990
simply ceasing to exist? Right. It didn't compute

00:18:44.990 --> 00:18:46.990
for him. In the end, he took what is known as

00:18:46.990 --> 00:18:49.490
Pascal's Wager. He converted to Catholicism.

00:18:49.730 --> 00:18:52.390
Which shocked a lot of his friends. I bet. He

00:18:52.390 --> 00:18:54.430
reportedly told a friend that so long as there

00:18:54.430 --> 00:18:57.329
is the possibility of eternal damnation for non

00:18:57.329 --> 00:19:00.299
-believers, It is more logical to be a believer

00:19:00.299 --> 00:19:02.839
at the end. Even his faith was calculated as

00:19:02.839 --> 00:19:06.279
a minimax strategy. Exactly. To minimize his

00:19:06.279 --> 00:19:09.779
maximum possible loss. Though, tragically, friends

00:19:09.779 --> 00:19:12.599
and priests who visited his hospital bed noted

00:19:12.599 --> 00:19:14.839
it brought him very little comfort in his final

00:19:14.839 --> 00:19:18.039
moments. It is a profound ending for a man who

00:19:18.039 --> 00:19:21.059
tried to quantify everything. But before we wrap

00:19:21.059 --> 00:19:24.099
up this deep dive, there is one final concept

00:19:24.099 --> 00:19:26.779
von Neumann left us with. Oh, right. In his final

00:19:26.779 --> 00:19:29.420
years, looking at the ever accelerating progress

00:19:29.420 --> 00:19:31.960
of the computer architecture he invented, von

00:19:31.960 --> 00:19:34.359
Neumann became the very first person to use the

00:19:34.359 --> 00:19:37.039
word singularity in a technological context.

00:19:37.140 --> 00:19:39.359
We usually hear that word in sci -fi movies today.

00:19:39.460 --> 00:19:41.500
What did he actually mean by it? He was looking

00:19:41.500 --> 00:19:44.380
at a graph of technological progress. He predicted

00:19:44.380 --> 00:19:46.240
that the speed of technological change would

00:19:46.240 --> 00:19:47.960
eventually reach a point where the curve goes

00:19:47.960 --> 00:19:50.200
completely vertical. The singularity. Right.

00:19:50.640 --> 00:19:53.140
A point where technology advances so rapidly

00:19:53.140 --> 00:19:55.640
that it fundamentally alters human existence

00:19:55.640 --> 00:19:58.839
beyond our ability to recognize or even comprehend

00:19:58.839 --> 00:20:00.759
it. Think about that the next time you look at

00:20:00.759 --> 00:20:02.960
the smartphone in your hand or read a headline

00:20:02.960 --> 00:20:04.720
about artificial intelligence. This is chilling.

00:20:04.910 --> 00:20:07.529
It really is. The man who invented the architecture

00:20:07.529 --> 00:20:10.410
of the modern computer, who gave us the mathematical

00:20:10.410 --> 00:20:13.329
foundation for self -replicating machines, who

00:20:13.329 --> 00:20:15.890
optimized the nuclear weapons that threaten our

00:20:15.890 --> 00:20:18.970
existence. He was the very first person to warn

00:20:18.970 --> 00:20:21.529
us that this invisible blueprint he was drawing

00:20:21.529 --> 00:20:24.369
might eventually build a world that completely

00:20:24.369 --> 00:20:27.049
outgrows its creators. We are undoubtedly living

00:20:27.049 --> 00:20:30.109
in the complex hyper -calculated city he designed.

00:20:30.400 --> 00:20:33.519
But his final warning suggests we are fast approaching

00:20:33.519 --> 00:20:36.180
the edge of the map he left behind So the next

00:20:36.180 --> 00:20:38.200
time you marvel at the hyper modern world we

00:20:38.200 --> 00:20:40.440
live in remember the man who drafted the blueprint

00:20:40.440 --> 00:20:42.900
and ask yourself Are we still building his city

00:20:42.900 --> 00:20:44.799
or is the city now building itself?
