WEBVTT

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Imagine you build a machine to find like the

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absolute best software engineers in the country.

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You feed it this mountain of resumes. You turn

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it on and it instantly starts filtering the top

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candidates with, you know, just incredible efficiency.

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Right. Sounds like the dream scenario for any

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HR department. Exactly. But then you look a little

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closer at the math and you realize the machine

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has secretly taught itself to reject any applicant

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whose resume contains the word woman. Oh, wow.

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Yeah. And this isn't some hypothetical thought

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experiment. It actually happened at Amazon in

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2018. They had to scrap the entire project. Wow.

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Because the machine wasn't programmed to be biased.

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It wasn't harboring a grudge. It was just ruthlessly

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executing a mathematical equation based on the

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data it was given. Which is exactly why we need

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to understand the underlying mechanics of these

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systems. I mean, as a society, we tend to talk

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about artificial intelligence as if it's, well,

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like it's magic. We throw around terms like neural

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networks and we picture this glowing thinking

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brain in a jar. But once you peel back the layers

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and look at the actual architecture, the magic

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kind of fades away. Yeah, the illusion breaks.

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Exactly. What you're left with is a fascinating

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highly flawed, and honestly incredibly powerful

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statistical tool. And that is our mission for

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you today. If you're listening to this, you're

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likely someone who wants to cut through all the

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endless hype and the dense Silicon Valley jargon.

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Right, you want to know how it actually works.

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Yeah, how the invisible systems making decisions

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about your life actually function. So we're doing

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a deep dive into the foundational source material

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of the modern AI boom. We've gathered the comprehensive

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documentation on artificial neural networks,

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and we're going to break down what they are.

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We're going to look at their shockingly old origins,

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too. Yes, and explain the mathematical tricks

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that make them work and shine a bright light

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on why they fail. So to start, we really have

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to completely abandon that brain in a jar metaphor.

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OK, throw it out. Yeah, throw it away. If we

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look at the foundational architecture, an artificial

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neural network is simply a computational model

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made up of connected nodes. The data enters through

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an input layer, passes through a series of what

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are called hidden layers, and eventually produces

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a result at the output layer. OK, so instead

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of a brain, I actually think it's much more accurate

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to visualize a giant, incredibly complex recipe.

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I like that. Yeah, imagine you're making a massive

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batch of soup. The ingredients are your data.

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The nodes or the artificial neurons are the different

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stages of tasting and adjusting. And they're

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all connected by edges, which, you know, you

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can think of as the specific measurements for

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each ingredient. That recipe analogy holds up

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remarkably well mathematically, actually. Every

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connection between these nodes has a weight.

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A weight. Yeah, a weight is really just a number

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that determines how much influence one node has

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on the next. So if your soup needs a lot of salt,

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the salt node has a very heavy weight. The node

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takes all the inputs it receives, multiplies

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them by their specific weights, adds them all

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together, and then passes that total sum through

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something called an activation function. OK,

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let's slow down on that term, an activation function.

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Sure. If we stick to the kitchen analogy. Is

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that essentially a threshold? Like a chef tasting

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the soup and deciding, if this isn't spicy enough,

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I don't pass it to the next station. That is

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a perfect way to visualize it. Mathematically,

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it's a nonlinear function acting as a gatekeeper.

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If the sum of those weighted inputs hits a certain

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threshold, the neuron fires and passes the signal

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forward. And if it doesn't? If it doesn't hit

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the threshold, the signal just dies right there.

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Wow, OK. Yeah. And by stacking hundreds, thousands,

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or I mean millions of these nodes and constantly

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adjusting the weights between them, the network

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can model insanely complex relationships and

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recognize patterns in massive amounts of data.

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Which sounds incredibly modern, right? But to

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really grasp how these networks are shaping our

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current reality, we have to look at the history.

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Because we aren't starting in a shiny Silicon

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Valley garage in the 2000s. Not at all. The foundational

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math behind this goes back over 200 years. We

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are starting in the late 1700s. Yeah, the simplest

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form of a neural network is essentially a linear

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network. which relies on the method of least

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squares or linear regression. This mathematical

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technique was actually used by the mathematician

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Carl Friedrich Gauss in 1795 and then later published

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by Legendre in 1805 to predict planetary movement.

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That is wild. They were taking a set of astronomical

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data points and finding a line of best fit to

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predict where a planet would appear next in the

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sky. Wait, wait. So early AI was essentially

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just spicy 18th century statistics. Basically,

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yeah. Gauss was just drawing a statistical line

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through data points, and that same foundational

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logic is what powers machine learning today.

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At its most basic mathematical level, yes. You

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are finding the optimal line or curve to fit

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a set of data. That's crazy. It is. Now the leap

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toward computing happened much later, in 1943.

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Warren McCulloch and Walter Pitts created the

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first conceptual model for neural networks. Their

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model couldn't actually learn or adjust its own

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weights, but it proved that a network of artificial

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neurons could compute logical functions. And

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then in 1958, a psychologist named Frank Rosenblatt

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took that concept and invented the perceptron.

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And this is a detail from the history that always

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blows my mind. The perceptron wasn't just some

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academic side project. It was funded by the U

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.S. Office of Naval Research. Right, big military

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money. Yeah, the military was pouring money into

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this, and it kicked off what scientists at the

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time genuinely believed was the golden age of

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AI. There was this massive wave of optimism that

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perceptrons were going to like... quickly emulate

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human intelligence. The optimism was staggering,

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but it was also built on a very fragile foundation.

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The early perceptrons were incredibly shallow.

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Meaning what, exactly? Well, they essentially

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lacked those hidden layers we discussed earlier,

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meaning they could only solve what mathematicians

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call linearly separable problems. OK, we definitely

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need to unpack linearly separable, because that

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concept is the exact thing that caused the entire

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field of AI to just crash and burn in the 1960s.

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Yeah. How should we visualize a linearly separable

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problem? All right, think about a map of a field.

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On this field, you have a bunch of apple trees

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clustered on the left side and a bunch of orange

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trees clustered on the right. OK, I'm picturing

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it. If you can take a ruler and draw a single

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straight line right down the middle of the field

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to perfectly separate the apples from the oranges,

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that problem is linearly separable. Got it. The

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early perceptron could solve that easily. It

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could draw that single straight line. But the

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real world rarely lets you draw one straight

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line. Exactly. And that was the fatal flaw. In

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1969, Marvin Minsky and Seymour Papert published

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a highly influential book titled Perceptrons.

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They mathematically proved that these early networks

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couldn't solve basic logic puzzles. Like what?

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Most notably, something called the Exclusive

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or Circuit, or XOR. Let's apply that XOR problem

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to our field of trees. Sure. So in an XOR scenario,

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the trees aren't neatly clustered left and right.

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Imagine the field is divided into a grid of four

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squares. You have apple trees in the top left

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square and the bottom right square. And you have

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orange trees in the top right and the bottom

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left. So they're situated diagonally from each

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other. Oh, I see. So try taking a ruler and drawing

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a single straight line to separate all the apples

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from all the oranges now. Right. You can't do

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it. You would need to draw a circle or two intersecting

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lines or a curve. You would need a nonlinear

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boundary. But because the early perceptrons lacked

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those hidden layers, they could only ever draw

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one straight line. Minsky and Papert exposed

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this fundamental limitation, proving the machine

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was completely stumped by anything even slightly

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more complex than a basic, perfectly segregated

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data set. It's an incredible piece of history.

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The very technology we are currently worried

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might upend the global economy was, you know,

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in the late 60s, dismissed by the scientific

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community as a dead end. because it couldn't

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solve a diagonal puzzle. Yeah, it's pretty ironic.

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Funding completely dried up, research stagnated,

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and this ushered in an era known as the AI winter.

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It perfectly illustrates how dependent technological

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progress is on overcoming specific mathematical

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bottlenecks. To get out of the AI winter, researchers

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needed a way to add multiple hidden layers to

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the network. And more importantly, they needed

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a way for those hidden layers to actually learn

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from their mistakes. Which brings us to the breakthrough.

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If neural networks effectively died in the 70s,

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the only way we ended up with the modern AI of

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today is through a mathematical trick popularized

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in the 1980s. Right, a concept called backpropagation.

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And once again, to understand the future we have

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to look to the distant past. Yeah, backpropagation

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relies heavily on the chain rule from calculus,

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which was derived by Gottfried Wilhelm Leibniz

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all the way back in 1673. 1673? I know. Backpropagation

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is essentially an algorithm that calculates an

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error gradient and propagates it backward through

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the network. Let's break down error gradient

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using our recipe analogy. You've made your massive

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batch of soup. The data move forward. through

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the network, from the input ingredients, through

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the hidden layers of tasting and mixing, to the

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final output. That's your forward pass, yeah.

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Right. You taste the final soup and it is terrible.

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It's too salty and there's not enough garlic.

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That gap between the terrible soup you have and

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the perfect soup you want. That is your error.

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Exactly. Now you have to fix it. But you don't

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just randomly throw different amounts of ingredients

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into the next batch and hope for the best. No.

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You use calculus. Right. The gradient is essentially

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a mathematical slope. It tells you the exact

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direction and magnitude of the changes you need

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to make to reach the bottom of that slope, which

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represents zero error. It calculates the mathematical

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path of least resistance to a better tasting

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soup. Yes. It tells the system, OK, trace this

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error backward. lower the weight of the salt

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node by exactly 2 .4 % and increase the weight

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of the garlic node by 1 .8%. And the network

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literally learns by tracing its failures back

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to the source and tweaking the ingredients for

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the next forward pass. It's brilliant. But this

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learning process takes massive amounts of data

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to execute. When we look at how this is applied

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in practice, object detection provides a brilliant

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example of how these weighted adjustments actually

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manifest. Let's say we want to train our network

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to recognize a starfish versus a sea urchin.

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Okay, we feed the network thousands of images.

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Through constant back propagation and adjusting

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those mathematical weights, the network eventually

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learns that a starfish highly correlates with

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a star -shaped outline and a ringed texture.

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Right. And a sea urchin highly correlates with

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an oval shape and a striped texture. But consider

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what happens when the network encounters an anomaly

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in the training data. Say, a rare species of

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sea urchin that happens to have a ringed texture

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instead of stripes. The network processes that

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image. And because it's told this is a sea urchin,

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it creates a very weak, subtle mathematical association

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between the concept of a ringed texture and the

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output of sea urchin. Exactly. It adjusts the

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weights just a tiny bit. Right. Now later on,

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you show the network a picture of a normal starfish

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sitting on the ocean floor. The network sees

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the ringed texture of the starfish, and while

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it mostly sends a strong signal for starfish,

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that weak association from earlier also sends

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a tiny signal to the sea urchin output. Okay,

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I see where this is going. Now imagine there

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is a smooth oval -shaped rock sitting in the

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background of the photo. Oh. The oval rock triggers

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the oval shape criteria for a sea urchin. Centrally,

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the weak signal from the ring texture combines

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with the weak signal from the oval rock. The

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activation function's threshold is crossed. And

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fired. The network outputs a false positive,

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confidently declaring there's a sea urchin in

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the photo when there isn't. That's fascinating.

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It's like a toddler pointing at a cow and calling

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it a dog simply because it has four legs and

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a tail. Yes. The machine isn't thinking, I see

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a sea urchin. It's just blindly following weighted

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visual breadcrumbs. And how you lay out those

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breadcrumbs dictates everything. The training

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paradigm is everything. The starfish example

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is what we call supervised learning. You have

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a teacher providing the network with labeled

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data. You explicitly tell it, this image is a

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starfish, this one is an urchin, so it can calculate

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its error. But labeling millions of images is

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incredibly time consuming. Which leads to unsupervised

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learning. Exactly. In unsupervised learning,

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you just feed the network raw, unlabeled data.

00:12:47.830 --> 00:12:50.210
You don't tell it what it's looking at. The network's

00:12:50.210 --> 00:12:52.990
only job is to analyze the data and find hidden

00:12:52.990 --> 00:12:55.669
structures or clusters on its own. So it's organizing

00:12:55.669 --> 00:12:58.389
on its own. Yeah, it might group all the spiky

00:12:58.389 --> 00:13:01.230
objects into one pile and all the smooth objects

00:13:01.230 --> 00:13:04.230
into another without ever knowing the word starfish

00:13:04.230 --> 00:13:06.590
or rock. And then there is the paradigm that

00:13:06.590 --> 00:13:09.029
usually powers the really flashy headlines, right?

00:13:09.470 --> 00:13:12.190
Like AI mastering complex video games or beating

00:13:12.190 --> 00:13:14.850
grandmasters at chess, reinforcement learning.

00:13:15.149 --> 00:13:17.149
Reinforcement learning operates on a completely

00:13:17.149 --> 00:13:19.809
different framework. The environment the AI operates

00:13:19.809 --> 00:13:22.970
in is modeled as a Markov decision process. OK,

00:13:22.990 --> 00:13:26.049
let's define a Markov decision process. That

00:13:26.049 --> 00:13:29.029
sounds intimidating, but it's actually very intuitive.

00:13:29.330 --> 00:13:31.409
It essentially means the AI is only concerned

00:13:31.409 --> 00:13:33.690
with its current state and the immediate actions

00:13:33.690 --> 00:13:36.049
available to it rather than memorizing the entire

00:13:36.049 --> 00:13:38.210
history of how it got there. Like a mouse in

00:13:38.210 --> 00:13:41.049
a maze. Yes. Imagine a mouse navigating a maze.

00:13:41.419 --> 00:13:45.200
The AI is the mouse. It takes an action, like

00:13:45.200 --> 00:13:47.840
turning left or right. The environment then gives

00:13:47.840 --> 00:13:50.759
it a response, either a reward, like cheese,

00:13:50.860 --> 00:13:53.200
or a penalty, like hitting a dead end. Got it.

00:13:53.360 --> 00:13:55.460
Through millions of cycles of trial and error,

00:13:55.700 --> 00:13:58.100
the network continually updates its policy to

00:13:58.100 --> 00:14:00.600
maximize its reward score. It's just a hyperfast

00:14:00.600 --> 00:14:03.440
version of playing a video game, dying, learning

00:14:03.440 --> 00:14:06.019
where the trap is, and trying again. Precisely.

00:14:06.159 --> 00:14:08.340
But because these networks are teaching themselves

00:14:08.340 --> 00:14:10.559
through billions of trial and error adjustments

00:14:10.559 --> 00:14:13.940
or finding hidden clusters in massive unlabeled

00:14:13.940 --> 00:14:16.840
data sets, we run into a monumental problem.

00:14:17.159 --> 00:14:19.039
We don't actually know what the machine has learned

00:14:19.039 --> 00:14:21.470
until it makes a mistake. This is universally

00:14:21.470 --> 00:14:24.330
known as the black box problem, and it is arguably

00:14:24.330 --> 00:14:27.309
the most critical vulnerability in modern AI

00:14:27.309 --> 00:14:29.389
deployment. Which brings us right back to the

00:14:29.389 --> 00:14:31.309
Amazon recruiting tool from the start of our

00:14:31.309 --> 00:14:33.909
deep dive. Yes, perfect example. That entire

00:14:33.909 --> 00:14:36.889
failure was a textbook example of data set bias,

00:14:37.590 --> 00:14:39.929
which is a direct consequence of the black box.

00:14:41.169 --> 00:14:44.590
Amazon fed the AI 10 years of historical hiring

00:14:44.590 --> 00:14:48.350
data. The problem? The tech industry has historically

00:14:48.350 --> 00:14:52.090
been male -dominated. The majority of successful

00:14:52.090 --> 00:14:55.389
resumes in that old data belonged to men. And

00:14:55.389 --> 00:14:57.649
the neural network wasn't explicitly programmed

00:14:57.649 --> 00:15:00.450
to filter by gender. It was simply told to find

00:15:00.450 --> 00:15:02.750
the statistical patterns of a successful hire

00:15:02.750 --> 00:15:06.029
based on the past data. The math found an incredibly

00:15:06.029 --> 00:15:08.370
strong correlation between male applicants and

00:15:08.370 --> 00:15:11.269
getting the job. Wow. It optimized for that pattern

00:15:11.269 --> 00:15:14.049
ruthlessly to the point of actively penalizing

00:15:14.049 --> 00:15:16.730
resumes that included the word women or listed

00:15:16.730 --> 00:15:19.730
a women's college. It drew a line of best fit

00:15:19.730 --> 00:15:22.480
through a flawed reality. And even if you manage

00:15:22.480 --> 00:15:24.879
to scrub all the historical bias out of your

00:15:24.879 --> 00:15:27.340
data, you still have to deal with what the documentation

00:15:27.340 --> 00:15:31.179
calls concept drift. Concept drift, or non -stationarity,

00:15:31.480 --> 00:15:34.240
occurs when the real world evolves, but the model's

00:15:34.240 --> 00:15:36.460
training data remains static. What does that

00:15:36.460 --> 00:15:39.059
look like in practice? Well... You deploy a highly

00:15:39.059 --> 00:15:41.539
accurate model today, but over the next few months,

00:15:42.000 --> 00:15:44.259
consumer habits change or the economy shifts.

00:15:45.059 --> 00:15:47.419
The statistical properties of the incoming real

00:15:47.419 --> 00:15:49.639
-world data drift away from the baseline the

00:15:49.639 --> 00:15:52.279
model was trained on. Oh, I see. If you aren't

00:15:52.279 --> 00:15:54.399
constantly monitoring and updating the weights,

00:15:55.059 --> 00:15:57.960
the model's predictive accuracy quietly degrades,

00:15:58.360 --> 00:16:00.960
leading to catastrophic decisions. And when those

00:16:00.960 --> 00:16:03.850
catastrophic decisions happen... we hit the core

00:16:03.850 --> 00:16:08.070
of the black box critique, a total lack of interpretability.

00:16:08.169 --> 00:16:10.610
Yeah, that's the scary part. If a deep learning

00:16:10.610 --> 00:16:14.490
model denies you a mortgage or a medical AI misdiagnoses

00:16:14.490 --> 00:16:17.429
your lung scan, it cannot explain why. It cannot

00:16:17.429 --> 00:16:19.529
walk you through its reasoning. It just spits

00:16:19.529 --> 00:16:21.909
out the final result of an unbelievably complex

00:16:21.909 --> 00:16:24.480
math equation. This lack of transparency has

00:16:24.480 --> 00:16:26.879
actually sparked fierce philosophical debates.

00:16:27.320 --> 00:16:30.159
In 1997, the mathematician and writer Alexander

00:16:30.159 --> 00:16:32.820
Dudney published a blistering critique of the

00:16:32.820 --> 00:16:35.659
entire field. He labeled artificial neural networks

00:16:35.659 --> 00:16:39.200
a lazy science. Right. Dudney argued that these

00:16:39.200 --> 00:16:42.580
networks possess a something for nothing quality.

00:16:43.200 --> 00:16:45.740
You throw raw data at a wall, the machine churns

00:16:45.740 --> 00:16:48.080
through its hidden layers, and a solution appears

00:16:48.080 --> 00:16:51.159
almost by magic. No human mind intervenes in

00:16:51.159 --> 00:16:53.460
the logic. Exactly. And more importantly, no

00:16:53.460 --> 00:16:56.159
one actually learns anything about the underlying

00:16:56.159 --> 00:16:59.059
principles of the problem. If we use a neural

00:16:59.059 --> 00:17:01.460
network to predict weather patterns, and it works,

00:17:01.940 --> 00:17:04.940
we still haven't learned any new laws of meteorology.

00:17:05.180 --> 00:17:07.819
We just have an opaque table of numbers. It forces

00:17:07.819 --> 00:17:11.160
us to ask. Are we even doing science anymore,

00:17:11.380 --> 00:17:14.160
or are we just brute forcing statistical correlations?

00:17:14.640 --> 00:17:17.059
Yeah. But, you know, there is very strong counterargument

00:17:17.059 --> 00:17:19.460
to Doudney's critique. Technology writer Roger

00:17:19.460 --> 00:17:22.000
Bridgman defended neural networks by drawing

00:17:22.000 --> 00:17:24.119
a hard line between science and engineering.

00:17:24.500 --> 00:17:26.799
Bridgman essentially argued that it doesn't matter

00:17:26.799 --> 00:17:29.000
if the giant table of numbers is scientifically

00:17:29.000 --> 00:17:31.720
useless. If that unreadable table of numbers

00:17:31.720 --> 00:17:34.240
can consistently and safely steer a car down

00:17:34.240 --> 00:17:37.579
a highway, it is a monumental engineering triumph.

00:17:37.839 --> 00:17:40.559
Exactly. The utility of the machine outweighs

00:17:40.559 --> 00:17:42.599
the scientific headache of not understanding

00:17:42.599 --> 00:17:44.940
its inner workings. We don't know how it works,

00:17:44.960 --> 00:17:48.220
but it drives the car. And engineers wholly embraced

00:17:48.220 --> 00:17:50.500
this philosophy. Rather than giving up because

00:17:50.500 --> 00:17:53.380
the networks were opaque, they decided the theoretical

00:17:53.380 --> 00:17:55.940
math in the 1980s was fundamentally sound. They

00:17:55.940 --> 00:17:58.359
just lacked the raw computing power to fully

00:17:58.359 --> 00:18:01.140
unleash it. which ushers in the modern era, the

00:18:01.140 --> 00:18:03.779
hardware renaissance. Because the reason we are

00:18:03.779 --> 00:18:06.359
suddenly surrounded by AI today isn't because

00:18:06.359 --> 00:18:09.039
someone invented a magical new math formula recently.

00:18:09.599 --> 00:18:11.880
It's because engineers finally threw enough raw

00:18:11.880 --> 00:18:14.299
computing power at these ancient algorithms.

00:18:14.460 --> 00:18:17.599
Yeah, between 1991 and 2015, computing power

00:18:17.599 --> 00:18:20.680
increased roughly a million fold. And the primary

00:18:20.680 --> 00:18:23.799
driver of this explosion was the GPU, the graphics

00:18:23.799 --> 00:18:26.630
processing unit. the chips specifically designed

00:18:26.630 --> 00:18:29.130
to render high -end video games. The synergy

00:18:29.130 --> 00:18:32.250
is fascinating. Traditional CPUs are incredibly

00:18:32.250 --> 00:18:34.390
smart, designed to handle complex sequential

00:18:34.390 --> 00:18:37.390
tasks one at a time. GPUs, on the other hand,

00:18:37.690 --> 00:18:40.470
are designed to do thousands of very simple math

00:18:40.470 --> 00:18:42.869
operations simultaneously. Like rendering millions

00:18:42.869 --> 00:18:45.980
of individual pixels on a screen. Exactly, and

00:18:45.980 --> 00:18:48.599
it turns out calculating the weights of thousands

00:18:48.599 --> 00:18:51.380
of interconnected nodes in a neural network is

00:18:51.380 --> 00:18:55.220
the exact same type of massive parallel mathematical

00:18:55.220 --> 00:18:58.559
operation. Harnessing GPU power allowed networks

00:18:58.559 --> 00:19:01.119
to finally become deep. Deep learning just means

00:19:01.119 --> 00:19:03.599
you have the computing muscle to run dozens or

00:19:03.599 --> 00:19:06.700
even hundreds of hidden layers. Right. The network

00:19:06.700 --> 00:19:09.420
can suddenly learn highly abstract hierarchical

00:19:09.420 --> 00:19:12.339
representations of data and the milestones started

00:19:12.339 --> 00:19:15.920
falling rapidly. In 2012, a deep neural network

00:19:15.920 --> 00:19:19.140
called AlexNet entered a massive global image

00:19:19.140 --> 00:19:22.279
recognition competition and absolutely obliterated

00:19:22.279 --> 00:19:24.619
the traditional machine learning models. That

00:19:24.619 --> 00:19:27.240
victory proved the deep learning concept. But

00:19:27.240 --> 00:19:29.160
the true watershed moment for the world we live

00:19:29.160 --> 00:19:31.700
in right now came in 2017 with the publication

00:19:31.700 --> 00:19:34.019
of a landmark paper titled Attention Is All You

00:19:34.019 --> 00:19:36.759
Need. Oh, man. This paper introduced the transformer

00:19:36.759 --> 00:19:38.460
architecture. And this is the technology that

00:19:38.460 --> 00:19:40.460
powers large language models. This is the T in

00:19:40.460 --> 00:19:43.000
chat GPT. It is. So how does a transformer act?

00:19:42.859 --> 00:19:45.940
actually work? Well, prior to transformers, networks

00:19:45.940 --> 00:19:49.779
process text stodily, word by word. The transformer

00:19:49.779 --> 00:19:52.779
introduced attention mechanisms. It allows the

00:19:52.779 --> 00:19:55.299
network to process an entire sentence at once

00:19:55.299 --> 00:19:57.980
and weigh the contextual importance of every

00:19:57.980 --> 00:20:00.440
word against every other word. Can you give an

00:20:00.440 --> 00:20:03.180
example? Sure. For example, if a sentence says,

00:20:03.299 --> 00:20:06.099
the bank of the river, the attention mechanism

00:20:06.099 --> 00:20:08.579
mathematically forces the network to associate

00:20:08.579 --> 00:20:12.009
the word bank heavily with River, understanding

00:20:12.009 --> 00:20:13.930
it means a shoreline rather than a financial

00:20:13.930 --> 00:20:15.750
institution. Well, that makes sense. Yeah, it

00:20:15.750 --> 00:20:18.450
models long -range dependencies and data incredibly

00:20:18.450 --> 00:20:21.369
efficiently. Armed with deep layers, attention

00:20:21.369 --> 00:20:24.950
mechanisms, and endless GPU power, the real -world

00:20:24.950 --> 00:20:28.069
applications have absolutely exploded. We have

00:20:28.069 --> 00:20:30.710
generative AI models trained on hundreds of millions

00:20:30.710 --> 00:20:33.289
of image text pairs that can create original

00:20:33.289 --> 00:20:35.490
art from a simple prompt. It's amazing. We have

00:20:35.490 --> 00:20:38.109
networks diagnosing colorectal cancer by distinguishing

00:20:38.109 --> 00:20:40.869
highly invasive cancer cells based purely on

00:20:40.869 --> 00:20:42.890
subtle cellular shapes that human eyes miss.

00:20:43.210 --> 00:20:44.950
In the realm of biology, they are predicting

00:20:44.950 --> 00:20:47.250
three -dimensional protein structures, which

00:20:47.250 --> 00:20:50.329
is revolutionizing drug discovery. In finance,

00:20:50.569 --> 00:20:52.890
they're forecasting market trends and automating

00:20:52.890 --> 00:20:55.480
credit scoring. They filter out malicious spam.

00:20:55.680 --> 00:20:58.180
They translate obscure languages in real time.

00:20:58.400 --> 00:21:00.880
They detect cybersecurity inclusions. And they

00:21:00.880 --> 00:21:03.359
remain the foundational brains behind the push

00:21:03.359 --> 00:21:06.299
for autonomous vehicles. So as a learner trying

00:21:06.299 --> 00:21:08.519
to make sense of this rapidly changing world,

00:21:09.119 --> 00:21:11.579
what is the ultimate takeaway? It is the realization

00:21:11.579 --> 00:21:14.440
that the ancient math gauss used to track planets

00:21:14.440 --> 00:21:17.980
in the 1700s, running on modern video game hardware,

00:21:18.539 --> 00:21:21.059
is now actively woven into the very fabric of

00:21:21.059 --> 00:21:23.420
your life. It really is. It is deciding your

00:21:23.420 --> 00:21:26.099
credit worthiness, filtering your daily communications,

00:21:26.680 --> 00:21:28.940
and quite possibly diagnosing your medical scans.

00:21:29.319 --> 00:21:31.859
We have achieved a profound integration of technology

00:21:31.859 --> 00:21:34.799
into daily life. driven entirely by systems that

00:21:34.799 --> 00:21:37.539
we engineer, but still do not completely comprehend.

00:21:37.859 --> 00:21:39.380
It has been an unbelievable journey. I mean,

00:21:39.440 --> 00:21:41.400
we started with predicting planetary motion,

00:21:41.779 --> 00:21:43.880
moved to Navy -funded perceptrons that were declared

00:21:43.880 --> 00:21:46.480
completely dead in the 1970s. Survived the AI

00:21:46.480 --> 00:21:50.039
winter. Survived the AI winter, utilized the

00:21:50.039 --> 00:21:52.859
17th century calculus rule to teach machines

00:21:52.859 --> 00:21:55.400
how to learn from their mistakes, and rode a

00:21:55.400 --> 00:21:58.839
wave of GPU gaming chips to arrive at the generative

00:21:58.839 --> 00:22:01.880
AI explosion of today. But you know there is

00:22:01.880 --> 00:22:04.559
a final concept in the documentation that perfectly

00:22:04.559 --> 00:22:06.819
encapsulates the paradox we're currently living

00:22:06.819 --> 00:22:09.460
in. The research highlights the emergence of

00:22:09.460 --> 00:22:12.259
a relatively new field called topological deep

00:22:12.259 --> 00:22:15.180
learning, along with massive academic efforts

00:22:15.180 --> 00:22:18.079
trying to map the biology of large language models,

00:22:18.200 --> 00:22:21.220
the biology of a math model. Yeah. Because these

00:22:21.220 --> 00:22:23.980
networks are opaque black boxes, researchers

00:22:23.980 --> 00:22:26.480
are now having to invent entirely new fields

00:22:26.480 --> 00:22:29.259
of science just to visualize and decompose how

00:22:29.259 --> 00:22:31.539
these circuits reach their decisions. Wait, so

00:22:31.539 --> 00:22:33.559
we built the machine, but we don't understand

00:22:33.559 --> 00:22:35.480
it. So now we have to invent a completely new

00:22:35.480 --> 00:22:38.599
science just to observe. own creation. Yes, it

00:22:38.599 --> 00:22:41.240
leads to a deeply provocative question. If we

00:22:41.240 --> 00:22:43.480
are reaching a point where debugging a computer

00:22:43.480 --> 00:22:46.079
program looks less like traditional computer

00:22:46.079 --> 00:22:48.859
science and more like human psychology and neuroscience,

00:22:49.380 --> 00:22:52.740
if we have to actively psychoanalyze our own

00:22:52.740 --> 00:22:56.299
code to uncover its hidden associations and structural

00:22:56.299 --> 00:22:59.799
biases, Who is really teaching whom at this point?

00:23:00.059 --> 00:23:02.539
Are we the teacher or are we the subject? Exactly.

00:23:02.740 --> 00:23:04.460
That is a phenomenal thought to leave you with.

00:23:04.619 --> 00:23:06.839
Thank you for joining us on this deep dive. Our

00:23:06.839 --> 00:23:09.339
goal is always to help you question the invisible

00:23:09.339 --> 00:23:11.619
systems around you. So the next time you ask

00:23:11.619 --> 00:23:14.319
an AI a question or marvel at a piece of generated

00:23:14.319 --> 00:23:17.220
art, just remember, you aren't talking to a glowing

00:23:17.220 --> 00:23:19.339
brain. Not at all. You're talking to a giant

00:23:19.339 --> 00:23:21.680
200 -year -old mathematical game of trial and

00:23:21.680 --> 00:23:23.880
error that is still desperately trying to perfect

00:23:23.880 --> 00:23:26.420
its own recipe. We will catch you next time.
