👉 In mathematics, a hermitian matrix is a square matrix that can be thought of as having both real and imaginary parts. Hermitian matrices are important in quantum mechanics, where they play a central role in describing the properties of spinors.
Hermitian matrices have the following properties:
1.
Real Eigenvalues
: Every row of a hermitian matrix must contain exactly one real eigenvalue (which is also its corresponding eigenvector). These eigenvalues and their associated eigenvectors