And you go like that.

Even the clock keeps tickin', Daddy won't you please come home?

So it's going to look something like, I'm going to try my best to, it's going to look something like that.

Even the clock keeps tickin', Daddy won't you please come home?

to allay suspicion.

Good afternoon, ladies and gentlemen

That's going to be a pretty cool, handy service.

Bye, Sayoko!

Good bye, Sayoko!

Upff.

Slowly now. Don't spill.

Don't let the soup get cold.

And some space will come. And that space will be something very important to recover again.

Jeff Han I'm a research scientist at NYU in New York. Here's an example of another kind of app.

Such modesty!

So this is the second state that I could be in.

I want to turn everything we know right now about detecting viruses and the spectrum of viruses that are out there into, let's say, a small chip.

So when I take another step of gradient descent, you know, now my derivative term is even smaller, and so the magnitude of the update to theta one is even smaller, so you can take small step like so, and as gradient descent runs.

And obviously as this number gets larger, this starts to matter a lot less, so the graph is going to look something like this.

Or if you have a parabola like, x is equal to y squared.

And a little bit faster than y is equal to minus x squared.

And then down 8.

So let me draw the line of y is equal to 0.

And then let me split this into three columns.

It's kind of the classic U shaped parabola that

Now if I were to graph f of x, the graph is going to

If you haven't you can graph it by trying some points.

This is the probability that A at time t 1 goes to A at time t.

Let's draw that surface.

So on the xy axis, kind of the domain you can view it that

So if I draw that asymptote, it'll look something

So a is 1, 2.

Vector b is 0, 3.

So if you add 3a to minus 2b, we get to this vector.

So 1 and 1 2 a minus 2b would still look the same.

So if this is my new plane whoops.

Let me see if I can draw it.

What that means is, a 200 megabyte file

So the inverse graph is going to look something like this.

So it's going to look something like that.

See to it that such a thing does not happen again.

This is just a fancy way of saying it, and then these curly brackets just mean a set.

So that's not the result of shifting.

This tie is not suitable for a situation like this.

This tie isn't suitable for a situation like this.