Well what we do is, we present value each of the payments, right?

The English set a high value on freedom.

I always place a high value on knowledge.

The Phi coefficient is high if 1 diagonal has a high value and the other diagonal has a low value.

You're guaranteed these payments.

They defer the payments.

And now instead of you getting the payments, I get the payments.

You present value all of the payments and you say well what is that worth to me today.

So you're essentially taking the present value of your payments and once again, you get your loan amount.

Number of payments per year

These payments are spread out.

live on the interest payments.

What's also interesting, if you look at products that have a high component of what you might call messaging value, a high component of intangible value, versus their intrinsic value

You should set a high value on every man's life.

Well, we could protect very high value targets like clinics.

They have the value of the interest payments, plus eventually, they're going to pay you the 10 billion back.

So all of these are payments.

You don't pay any mortgage payments.

Your insurance payments didn't go through.

Of that 100 million in payments, 6 on the 400 million, that's 24 million in payments.

But the big learning from this is how dependent the present value of future payments are on your discount rate assumption.

Because it's 10 . 100 million in payments.

How to overcome the high value of the yen is a big problem.

But placing a high value on education is just part of the picture.

You can make 4, 6 or 12 payments.

The rights on those payments that's the asset.

Signing cheques for other people, concealed payments. Paper.

Did you make regular payments from banking section?

I got a mortgage. I got car payments.

And when the 1 billion came from that local bank, all the payments, the interest payments, went to the bank.

And so this hypothesis has high bias and a value underfits this data set.

But in general, hopefully, I've shown to you that we can write the loan amount as the present value of all of the payments.

I was a little behind in my loan payments.

I want to buy the rights to those payments.

And then the next payments go to this one.

And conversely if d were too high, so if d took on say a value of four, then we're again overfitting and so we end up with a high value for cross validation error.

This is a way we'll get a T value, and if that T value is really extreme, either really high or really low, then.

ShinHwa High! ShinHwa High! ShinHwa High!

Patrick and his colleagues said, Let's bring it here, because it's a high value add product.

What that means is that you have to have a high performance or value for cost.

But the important thing to realize is that these payments

This value controls the evenness of smoothing to the image. Do not use a high value here, or the target image will be completely blurred.

So, a value x that has twice the high bar than some other value x' will have twice as much of a probability of being drawn.

If it is this diagonal, which has a high value that's down here, then it becomes positive.

How many payments will it take to pay off this loan?