00:01
Hello, let's have a look at the question.
00:03
So here we have to write a matlab code.
00:06
So first of all, let us define a function l which is equals to kohlsky a and n is equals to size of a.
00:26
So now here we will check first of all for the symmetry of matrix.
00:34
So we will take t is equal to is symmetric a.
00:47
Then we will take that if t is equals to equals to zero, then f print slash n and slash n for the next line, that algorithm terminated slash n.
01:13
And we will print that f print slash n non -symmetric matrix and here we have slash n.
01:33
Now we will return this statement and then it will have end.
01:42
Now let us check for singular or ill -condition matrix.
01:54
So here we will define is equal to rank of a, then we will take that if r is less than n, then f print slash n slash n algorithm terminated.
02:31
We will print f print slash n rank deficient matrix.
02:45
Now if rank deficient matrix is present then full skolskyrd decomposition is not possible...