It's going to come down and then go off, and never quite touch the asymptote, but approach it.

So when you've evaluate what's the limit of this as t approaches infinity?

And since you know you're there, you know it's going to be like this and approach this asymptote.

So how can you live little?

So I kind of have a this is BumpTop.

And the asymptotes, they're these lines that the hyperbola will approach.

That will produce a legitimate and accountable government.

The good news is that the scientists who've been studying motivation have given us this new approach.

The first year budget was 250 million US dollars.

So if we have the limit as x approaches c of f(x) divided by g(x), this is the exact same thing as the limit of f(x) as x approaches c divided by the limit of g(x) as x approaches c which is going to be equal to

That's a good approach.

So, it's a sort of a practical approach to starting on things.

So, I understand their logic. I totally disagree with it

Already, we can see that Apple and Microsoft have a severely divergent approach to software design.

One, you say, well this is an approximation.

Because these are what this graph or this equation or this function approaches as x approaches positive or negative infinity.

No.

And there are really two games in town, according to most people, with regard to postponing aging.

Let me do that right now, so we could say that this is the same thing.

Similarly, over here there is confusion for the second player as to what state they're in.

We've all seen this. (Laughter)

That's a tough question. And different statisticians take different approaches to this.

So what's the limit of this as A approaches infinity?

We can call it the engineering approach, and I claim that the engineering approach is within range.

So, I'm doing is I'm taking the correlation of two columns on that data structure.

Oh, for Al Gore to come and be in the real world as president.

So there's a third approach, if we look at it this way.

And you can't really simplify this anymore.

Wouldn't it be awesome if we all had BLlS on our phones?

little region of super pixel corresponds to. So, note the complexity reduction.

That means improvise.

As delta x aproaches zero of change in y over your change in x and when you do that you are going to approach that instantaneous rate of change you could view it as instantaneous slope at that point of the curve.

And to figure out the asymptotes you just have to think about well what happens as x approaches positive or negative infinity.

Speak, nephew, were you by when it began?

Given a state space and a problem description, we can find a solution, a path to the goal.

Well, once again, we can take on any value here except zero.

Because this thing right here, this evaluates to 1.

But what we really need is one for the interactive segmentation approach.

So I thought, around last year in the beginning of the last year

(Applause)

So let's say we know that the limit of some function f(x) as x approaches c is equal to L and let's say that we also know that the limit of some other function, let's say g(x), as x approaches c is equal to M

Let me demonstrate how it works.

And like always, the asymptotes, the hyperbola will never equal the asymptotes or intersect the asymptotes, but it's what the graph approaches as x approaches positive and negative infinity.

Recent enough.

(Laughter)