Elasticity

(Gunshots)

It's waterproof.

A rubber ball bounces because it is elastic.

You can use this stored elastic energy to move blood. You can use this for movement energy.

So now my pressure is on top and the volume is down below. And if you have it like this, pressure over volume, we actually call that elastance .

I would even throw up some numbers. Lets say this is 100 and maybe up here its 80. Its got to be a little bit lower.

What happenned in the past in these flips does not affect the probabilities going forward.

This material has no give.

High explosive incendiary.

Today it's less than 50 cents a day.

This robot is a very recent project. It's called RAPHaEL.

The guys in La Jolla said, We've got to get started now.

Beyond drag, lift and stretch there are many other properties we could simulate.

So lets draw that in here. There is a little bit of elastic energy left.

I don't consider myself bulletproof.

And here's my code, this implements Bayes rule.

Are there ways of organizing your computation so that it is efficient in terms of the amount of power that it uses.

Sanchez, I want you to do a perimeter with a team, and I want the bomb squad

And when I say we, I really mean the computer program.

Very interesting. Lots to read.

And here the story is fairly simple.

The DNA on the bomb's controls was left by this woman T'Pau.

We store potential energy to the elastic skin to make it move.

Now let's take it up a notch.

Mike, if you're going out there, take these.

So there are 2 important points here.

So I'm going to flip it, and then I'm going to pick it up, and I'm going to flip it again.

For example, your jaws might be worn or damaged

We will never run out. It is simply too common.

Artery up here, artery over here, and then vein in the other two spots.

Ammunition, ammunition I need!

So if you make that assumption, you could say that the probability of getting heads and heads, or heads and then heads is going to be the same thing as getting probability ... as the probability of getting heads on the first flip times the probability of getting heads on the second flip.

So I said I have a completely fair coin and I'm going to flip it twice, and I want to know the probability that

A white haired man was playing an accordion outside the shop.

So, this is some of the early feasibility experiments.

So let's start with a straight forward one.

So that's the probability that I get heads on the first flip and then heads on the second flip.

There's another way to look at this types of value propositions, kind of as a Venn diagram.

Now, this notion of efficiency is actually very important to think about.

In our cancer example, we know that the prior probability of cancer is 0.01, which is the same as 1 .

And what's the same for P( C, Neg).

My second test, after seeing a positive test, has now an increased probability of about 23 of coming in positive.

Specifically, the joint probabilities.

The probability of a positive test and having cancer.