This is the problem that we face, due to the doubling caused by Exponential Growth.

Burning lots of midnight oil.

Exponential growth, that's the key here.

Let's plot that. What I'm gonna do on the right is plot my cost function j.

Are, the, the mathematical underpinnings of.

However, Pi is much more than that.

Okay. So that's the cost function.

With that we already solved the problem.

First they don't grow.

Show it to you mathematically instead of this

The answer is that Mary calling is the evidence node.

The answer?

OK, good.

So, you see, it works just as easily with negative numbers.

Wow, wow!

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HAPPY ENDlNG

Uh,in your case,I'm guessing the progressionis exponential.

How did we design the algorithms to do this?

So parameter is just a numerical measure that describes some characteristic of the population.

Once you've done that, then there's the computation step.

And this isn't really going to be a finance video.

Music is a mathematical language.

Layered, like nachos. Exponential growth.

So the idea here is just to show you that exponential functions are really, really dramatic.

And a lot of people, when they think about the future, think about it linearly.

And the goal state is right here.

And then I have 6 left to pick for the third spot.

Or when you take the conjugate.

8 and 13.

That's a little abstract. What's the target?

What do you think you have in a month? We're at a billion.

And we know that in the real world, everything isn't these nice continuous functions, so over the next couple of videos we're going to talk about functions that are a little bit more discontinuous than what you might be used to even in kind of a traditional calculus or traditional

That is, the variables that we know the values of are the evidence, and the ones that we want to find out the values of are the query variables.

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This is a book on Optimal Transport, it is a problem involving mathematics, engineering, probability and geometry everything that was said.

So, notice that the hypothesis, right, H of X. For a face value of theta one, this is a function of X. So the hypothesis is a function of, what is the size of the house

And, once again, this is very important.

So it's very physically easy for us to imagine.

But let's do another one.

In my country, that was the case in 1974.

2 4 is the same thing as 1 2.

this is a word you'll see a lot in statistics books.

Wrong!

Let's think about it another way.