The maximum load that can be assigned

You're the eighth person I've seen today.

To reach our full potential as a people.

I was overwhelmed by the power of this place.

Set selection area to the maximum size according to the current ratio.

So, there's at most, n choose 2 possibilities of where to put an edge.

But really, it means excellence.

Maximum allowed separation

The most likely estimate

It's called chunking.

So the lowest value that this could be is 0.

If you eliminate the impossible, what ever remains, however improbable... must be the truth.

Alex Hi, I'm Alex. I just wanted to say,

The possibilities are endless here.

Plenty of that going around.

When you say yes to things, you embrace the possible.

Their level of commitment is tremendous.

Now, what makes the difference?

I'm simply trying to maximize his potential.

It consumes itself step after step after step.

That way, we can take advantage of the fact that we calculated x, and avoid the additional work.

We've all learned what the kind of panic that can occur when an old disease rears its head, like anthrax.

Now here at TED, over the last couple of days,

Next thing that I learned is,

So let me run you through a few ideas.

It's the most deadly natural neurotoxin on the planet, and it's impossible to trace in the bloodstream.

Prefetchable

Impossible?

Impossible!

Possible.

Is that even possible?

It's impossible.

It's possible.

Big cities have too high a potential for riots.

The first two are the MacroBot and DeciBot.

These are very powerful technologies.

Server room could be anywhere in here.

We can do it with proven technology.

Available Features

Here are the answers yes, always, no matter what the scene is.

We find for day 0 we had rain, and maximum likelihood would just say the probability for day 0 is 1.

It senses red, it moves, it senses red, it moves again.

You're in the best possible position in the department.

It means it's in one piece, you can't break it into two parts that have no edges crossing between them. So, for such a graph, no parallel edges, in one piece, n vertices, think about what is the minimum number of edges it could possibly have, and what is the maximum number of edg es, as a function of n, that it could possibly have.

For the chance nodes, it's the expectation, or the average, and for the max node, it's the maximum.