what is hermitain matrix
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Hermitian matrix. A square matrix such that aij is the complex conjugate of aji for all elements aij of the matrix i.e. a matrix in which corresponding elements with respect to the diagonal are conjugates of each other
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this is a type of modern type of matrix
a square matrix is said to be hermitain if aij=aij bar
that is in which every element in matrix correspond to diagonals are conjugates to other matrix
a square matrix is said to be hermitain if aij=aij bar
that is in which every element in matrix correspond to diagonals are conjugates to other matrix
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