It's a little hard to see.

large, we can then simplify that get rid of all the, both the angular terms and just have the radial term.

But if a stochastic error makes us slip into the minus 1, then it hurts us.

script for getting original route info

In other words, we'd have to stop exploiting the best policy we'd found so far which is this one and start exploring, to see if maybe there's a better policy.

And it's. The, standard deviation.

least three nodes along the way. That means the top three levels of this tree have to be full.

Sorry... Route Irish?

That's the Ho Chi Minh Trail.

He's free and he's got a hostage.

In the route finding problem, the actions are dependent on the state.

So far we have had no news as to which route the expedition has taken.

He got his PhD.

So we follow the same path, we don't update because they're all zeros all along this path.

Setting route failed route still exists.

And they we're going to go plus.

Then they'll be another shell here, and I'll add them all up.

We've run out of milk. Won't be a moment.

The party, therefore, had to take another route.

All we have to do, is take a diagonal matrix that has the standard deviations, so that's just the square root, of, the, diagonal entries of the variance covariance matrix.

Well look, if you take this, if you assume this part right here, then we can replace each of these i's with the square root of negative 1 And they'd be right.

We'd like to be able to say we're going to stop doing that and somehow find this route.

I know statistically that no more than maybe 10 of them will come to the given days.

And then they would tell you that, Hey, look, just from straight up properties of the principal square root function, they'll tell you the square root of a times b is the same thing as the principal square root of a, times the principal square root of b.

Do you subscribe to any magazines?

I'm on vacation.

Well it's x to the third over 3.

Did they find multiple ways to explain an idea?

He's taking a dump in a can.

She has a human hostage.

I got a hammer and chisel in the closet.

Alright. How do we build a heap out of this smaller piece? Well, we can do it again recursively.

So, in this video we're using an approach called the reactive approach.

Route 39. Route 39.

He has gone to Hawaii on vacation.

Right away, Doctor.

In the software industry, we have people like Microsoft and Oracle who charge license fees.

Tom is taking the day off today.

Cutting selection...

Could you hand me the remote?

Could you pass me the remote?

Would you pass the salt please.

Will you pass the cream?

That we are.

In state 1 2, it's policy is moving down and then following this path, which it learned, towards the goal.