Sõna hermitian matrix tõlge inglise-soome

A square matrix ''A'with complex entries that is equal to its own conjugate transpose, i.e., such that $A = A^\dagger.$

Hermitian matrices have real diagonal elements as well as real eigenvalues
ref=[http://www.proofwiki.org/wiki/Hermitian_Operators_have_Real_Eigenvalues Proof Wiki — Hermitian Operators have Real Eigenvalues]
If a Hermitian matrix has a simple spectrum (of eigenvalues) then its eigenvectors are orthogonal
ref=[http://www.proofwiki.org/wiki/Hermitian_Operators_have_Orthogonal_Eigenvectors Proof Wiki — Hermitian Operators have Orthogonal Eigenvectors]
If an observable can be described by a Hermitian matrix H, then for a given state
A\rangle, the expectation value of the observable for that state is \langle A
A\rangle

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