And so the next scaling law is the agentic scaling law. It's kind of like multiplying AI. Multiplying AI, we could spin off agents as fast as you want to spin off agents.And so, you know, I... You know, I have four scaling laws.
It's ticked off its genetic bingo card to enable it to go out of control and go down the road to becoming a tumor, to becoming a cancer, multiplying out of control, not dying when it should, doing all the bad stuff that we know that cancer cells do, spreading around the body, all of that kind of thing.And that sort of fits with the idea of cells as a society.
She broke the problem into steps-- surface area and weight, wind speed and angles. Multiplying and dividing over and over again.Ada loved numbers, but these calculations seemed endless.
62% increase in risk of lung cancer; or doubling the risk, frequently cooking with oil; or tripling the risk of heart disease eating non-vegetarian; or multiplying your risk six-fold if you eat lots of meat and dairy, more than average. So let's keep some perspective here.
So, multiplying by real numbers lets us scale our value. What about multiplying by something imaginary, like j? Well, if we start with one, multiply it by j, then you move to j, a 90-degree rotation.
There is nothing difficult in this set of papers allowing crossber ownership. You can think of multiplying that matrix of profits by an exogenous ownership matrix. What's difficult and interesting is to solve for endogenous ownership.
You wrote down some axioms, and then you proved some theorems. Maybe you're multiplying by a different number.
If I just try and tell a room of people to remember the word for to fit in Spanish, very difficult to remember caber tomorrow. I was multiplying the numbers.
Data is messy. So what I did was I took those 6,000 points and generated another 66,000 points by taking each P, V, and T value and multiplying it by a number chosen from three independent, random distributions centered at 1, with a width of about 0.1.
So in other words, what this equation is telling us is that a rotation by half a turn in the complex plane is the same as multiplying by negative 1. So the original form of Euler's identity has a transparent geometric meaning that's obscured when we write it in terms of pi.
You start out at 1. Integrate after multiplying by a constant-- I'll explain why in a second. And pick the constant of integration, so that the polynomial has the same value of 0 as it does at 1.
He couldn't multiply polynomials. I love multiplying polynomials. He looked at me.
So all those levers are activated, and what they do is they then engage all the levers at one of these sections. If you were multiplying a number, it would break it up into multiply by 1, multiply by 2, multiply by 3, into all these sections for speed.
And it's just the simplest part of our everyday lives. So imagine multiplying that amongst all the higher technology that we rely upon today. And the thought experiment that I'm talking about here, about how to go right back from scratch and preserve the most valuable knowledge that you
And for a while everything seems kind of chaotic, circling around the origin, but then, when alpha hits 1 over 6, the tail unwinds, Here what we're doing is multiplying each prime number in the exponent by a half.
its own way of growing and multiplying that was really not um in cohesion with anything else. That is still in there
what pairings have been made by multiplying them by 1.
They knew why they were multiplying fractions.
you find out instead of expressing 48 chains, they only express 24. And then I just go around multiplying things.
So in other words, if you rotate by a full turn, you just get back to where you started. And that's the same thing as multiplying by 1, which does nothing. So I submit that this is at least a candidate for the most beautiful equation in mathematics.
how experiential avoidance winds up multiplying our misery.
And so any politics that has us calling people out and multiplying enemies is not consistent with Ancestral Intelligence.
See, if we multiply any complex number z by some constant like three, everything scales by a factor of three. So, multiplying by real numbers lets us scale our value. What about multiplying by something imaginary, like j?
Multiply by j again, and by definition you get negative one.So, multiplying by imaginary numbers lets us rotate our value.
Multiply by j again, and by definition you get negative one.In general, multiplying by any complex constant it scales and it rotates.
Multiply by j again, and by definition you get negative one.Now, suppose instead of multiplying by a constant, we try a more complicated function, like 1/z, and we apply that transformation
For example, multiplying by a constant, if you multiply a number by 10, if you multiply A plus B by 10, that's the same as multiplying A by 10
Therefore, the importance of multiplying our definition of who's worthy so that it's not just so deeply tied to success.
But that freedom that it gives this young generation is multiplying the expansion of the music that
You only need the multiplier when you're multiplying two variables together.
And now you have this network effect which may be multiplying this.
And you get the recession speed just by multiplying the speed of light by the red shift.
numbers, or multiplying fractions, or whatever. And so that was -- the premise was, "I'll give you as many problems as you need until you get ten in a row" and I'll show you what
every year in the 80s uh doubling every year is multiplying by thousand in 10 years so I
more selfish. They start They start sort of multiplying without thought of the broader organism.
contours. And you put them together just by multiplying them.
And then my personal favorite is someone that works with large companies multiplying the procedures and clearances involved in issuing instructions and paying
And we can get back to the left-hand diagram by just multiplying together all the numbers at each corner.
Most kids, you're taught multiplying fractions and you think, why am I learning this?
But here, they were learning multiplying fractions for a purpose.
He's not talking about math as just a bag of tricks for multiplying numbers together or a sadistic form of torture that schoolteachers
And what you're doing is the kind of boring part of math-- the multiplying thing over and over.
But before that, these trillions were multiplying .
It's so much easier to scale NVIDIA by hiring more employees than it is to scale myself. And so the next scaling law is the agentic scaling law. It's kind of like multiplying AI. Multiplying AI, we could spin off agents as fast as you want to spin off agents.
We're exposed to food additives in processed foods, especially on multiplying agents.
Say I'm done, and that one small act of setting a boundary can start multiplying and multiplying and feeling more natural.
And I've stressed that we're not going to be charged any of the other complaint values by multiplying them with zero.
So a typical ISP, you might be looking at multiplying that something like 100 to 1.
If you look in the complex plane and have the real part of the number, of the complex number z on the x-axis and the imaginary part on the y-axis, and then rotate it through an angle theta, that rotated point is the same as multiplying by e to the i theta. So e to the I theta geometrically corresponds to a rotation by an angle theta in the complex plane.
Oh, bunnies. -We are good at multiplying .