Det De Andrade - Brightlocal News
A matrix a a is hermitian if and only if its conjugate transpose a∗ a ∗ is the same as a a. In this case, obviously, det(a) = det(a∗) det (a) = det (a ∗), but this is not generally true. You can decompose.
A matrix a a is hermitian if and only if its conjugate transpose a∗ a ∗ is the same as a a. In this case, obviously, det(a) = det(a∗) det (a) = det (a ∗), but this is not generally true. You can decompose.
