- #1

kokolo

- 5

- 0

**TL;DR Summary:**For every Complex matrix proove that: (Y^*) * X = complex conjugate of {(X^*) * Y}

Here (Y^*) and (X^*) is equal to complex conjugate of (Y^T) and complex conjugate of (X^T) where T presents transponse of matrix

I think we need to use (A*B)^T= (B^T) * (A^T) and

Can you help me proove this cause I'm really stuck,

Thanks in advance