It's server set eye 4.

This would be the cell with the largest posterior probability.

Well this is a four by two matrix.

It is a 4 by 4 matrix, so I want you to fill in all of those values.

So I equals eye 4.

Here, this is a three by four dimensional matrix.

For example. Here's a matrix where the columns of this matrix are

Finally, I want your code to execute input as complex as this one.

So, this is my second column A, which is 2 4 6.

So that's two groups of 8 or two rows of 8

So B inverse is 5 7, if I haven't made any careless mistakes.

So suppose my data goes as follows.

Set my matrix A to be equal to that matrix on the left, type three four two sixteen, so that's my matrix A right.

This has the effect of moving mu 2 to the average of the four points listed here.

1, 3, 4, 7, 11, 18. is kind of like the Fibonacci series, because 1 3 is 4 3 4 is 7 and so on

And the matrix B is 3 I'm just going to pick random numbers minus 4, 2 minus 5.

And, here's another example of the matrix, let's write 3, 4, 5,6.

So, concretely, this example on the left, this has 1, 2, 3, 4 rows and has 2 columns, and so this example on the

I'm going through all the possible actions. There are 4 of them.

Then using the expansion command you can now increase those to a 4 x 4 matrix and a 4 x 1 vector.

First is this function C. That stands for combine or more technically, concatenate.

To do so, let's give the grid cell names.

And so this thing on the right this thing on the right overall, this is a 4 by 1 dimensional matrix, was a 4 dimensional vector.

Now of course each of these two level one recursive calls will themselves make two recursive calls.

Let's say locate A is 1 15 to 0.5.

But this could also be written as four three times.

So I stands for this is maybe a pun on the word identity.

So, let me, so this is going to be a 4 by 1 matrix is the outcome or really a four diminsonal vector, so let me write it as one of my four elements in my four real numbers here.

If we wanted to do 20, we do one, two, three, four if we shade this entire row, that will be 10 , right?

Let's look at a concrete example, so let's say I have a matrix, three, four, two, sixteen.

I will not beat you to the answer on this one, but I will try to get the answer right.

There's no such element as 8 4 3, so, you know, you shouldn't be referring to 8 4 3.

In our last exciting episode we learned about regular expressions, a concise notation as a way to write down or denote or match a number of strings.

So let's go by 1 4's.

Here we're going to, of course, get x, y, ẋ, ẏ, and all of those are prime, because they indicate after our prediction.

I think you see where this is going.

So it is 4 over 52, these are both divisible by four

Absolute number specifies the type of reference 1 or omitted Absolute, 2 Absolute row, relative column, 3 Relative row absolute column and 4 Relative.

If I type A, that's the matrix so we generate it, right, with this command equals one, two, three, four, five, six, and this is a three by two matrix.

Here we're selecting from position 2 through position 4.

We are officially recruiting 4th HOTTEST Fan Club.

Keyboard layout for the left column

Select a keyboard layout for the left column

Keyboard layout for column 1

Keyboard layout for column 2