And a security in the debt world is a bond.

(Laughter)

And, two, what the government's bailout is attempting to do.

This can be made out of different kinds of substances, such as agarose and polyacrylamide, both of which

Answer squared minus 3 times answer minus 4 5 4 divided by 5 it equals .

Oh, skip it.

So I asked her, What does it feel like when you feel this way?

How do you account for that?

And I will very quickly show you how it works.

I will explain it to her.

OK, let's say I had the limit, and I'll explain what a

Later on, we'll talk about different ways to account revenue and sales.

Let me do that right now.

And on some level you can do that.

And that function of s is s over s squared plus 4.

And often they're the most vulnerable element of all.

That explains a lot, don't it?

Well, because it went through two different 404 handlers.

Like the mode.

No, no, no. Let me be clear.

Specifically, questions about what was going on with the linear algebra.

Okay, not very many people know about it.

Explain that one to me.

You want to laugh, but you don't know you're that politically corrected, have you noticed?

So in the next video, I'll explain why the defaults were very low in that time period.

Sums of the squares for the mo del and sums of squares residual.

But then they'll go to the market and they'll try to raise more money.

So, what is anomaly detection?

Uh, for the benefit of some of our viewers,

Then, can you explain what are you doing?

Propositional logic. It's a powerful language for what it does.

Calms Forte.

Now the really clever bit is what they did with the cardboard waste.

We're not going to worry about them right now.

Partial differential equations we'll get into later.

I can explain.

How can you explain that?

Still, it's a likely explanation.

David Milch, creator of Deadwood and other amazing TV shows, has a really good description for this.

Can we see it more visually? Yes, we can.

There's something called a correspondence problem.

And they do

Well, I guess that's everything.

The problem now, is to break five Caesar ciphers in a repeating sequence.

We're going to talk about how to extend classicial planning to allow active perception to deal with partial observability.