Can someone please help me code the below problem. The output for the below code only gives me the output A and not the LDL^* and the diagonal matrix D, and the unit lower triangular matrix L.

Let A be a Hermitian n x n matrix, that is A = A**. Write a MATLAB code for computing the LDL** factorization for A, where D is a diagonal matrix with real diagonal entries, and L is a unit lower triangular matrix. Function e Reset MATLAB Documentation 5 7 8 9 10 1 function (L, D]=ldlt(A) 2 n=size(A, 1); 3 Luzeros(n,n); 4 for j=1:n, if (j > 1), 6 v(1:j-1)=L(1,1:j-1).*d (1:j-1); v(j)=A(), j)-L(1,1:j-1)*v(1:j-1)'; d(j)=v(j); if (i