Introduction to Quantum Mechanics · Problem 3.8

Formalism — David J. Griffiths

Physics — Quantum Mechanics · eigenvalues_eigenfunctions

Problem

(a) Check that the eigenvalues of the hermitian operator in Example 3.1 are real. Show that the eigenfunctions (for distinct eigenvalues) are orthogonal. (b) Do the same for the operator in Problem 3.6.

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