Introduction to Quantum Mechanics · Problem 3.24

Formalism — David J. Griffiths

Physics — Quantum Mechanics · hermitian_operators

Problem

Show that if an operator Q^\hat{Q} is hermitian, then its matrix elements in any orthonormal basis satisfy Qmn=Qnm∗Q_{mn} = Q^*_{nm}. That is, the corresponding matrix is equal to its transpose conjugate.

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