let me give you two countries.

Brief

More about that a bit later on.

We know it's x minus 2, times x plus 7.

Yeah. Sure. I'll keep it simple.

But my background

'Cause I can give you the short...

We express these things mathematically.

To answer this we're going to use this trick, and that means we need to get p(x).

All right, look, just make it snappy.

So then I get the 900 gold pieces from the workers.

This vertical bar it's as if we had written this same nonterminal (exp) one more time, and then another arrow expression goes to expression times expression.

Because that's what this is about. I have to simplify this thing.

It's an edge labeled 0 9, an accepting state with a self loop labeled 0 9.

I'm gonna keep this short and sweet so you'll actually write those checks you've been promising.

Compact

The speaker treated the subject very briefly.

State your case briefly.

Nothing super fancy about this.

Steps toward unification exhibit the simplicity.

Let's make it brief.

We can write down all the laws of physics we know in one line.

The Gettysburg Address is a concise speech.

His address is a concise speech.

Our get IP function is working.

Tim,make this brief the joint chiefs are waiting.

So enjoy your sushi meal later, with the laws of simplicity.

Let's call that set of common questions s.

PRlNCE Then say at once what thou dost know in this.

Joseph Nye, a friend of mine.

(Laughter)

Brevity is the soul of wit.

I need a concise explanation.

Instead, as Einstein said, make everything as simple as possible, but no simpler.

He gives plain, simple explanations.

We want to compute our renderings in a linear space, and we want to compensate for the power curve of monitors when we're displaying.

But what exactly is the Electoral College?

And, one concrete example of that I'll give you from building a web crawler

NURSE No less! nay, bigger women grow by men

But let's say that it has 4 shares, and all of the shares are owned by Pete, initially

So here are the themes. We believe there is a unified theory underlying all the regularities.

That is why, in this deposition, you have to keep your answers brief.

However, there's considerable research about how to capture BRDFs from materials, and how to make functions to compactly represent them.

Later in this course, I will do a quick survey of the range of different supervised learning algorithms just to very briefly describe them but the support vector machine, given its popularity and how popular it is, this will be the last of the supervised learning algorithms that I'll spend a significant amount of time on in this course.

We want to do that very concisely with the powerful tool that is regular expressions.