In the text I asserted that the first-order corrections to an n-fold degenerate energy are the eigenvalues
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In the text I asserted that the first-order corrections to an n-fold degenerate energy are the eigenvalues of the W matrix, and I justified this claim as the “natural” generalization of the case n = 2. Prove it, by reproducing the steps in Section 7.2.1, starting with
(generalizing Equation 7.17), and ending by showing that the analog to Equation 7.27 can be interpreted as the eigenvalue equation for the matrix W.
Transcribed Image Text:
ότι Π = - Σαμο j=l
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Given a set of orthonormal states 0 j that are degenerate eigenfunctions of the unpe...View the full answer
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Related Book For
Introduction To Quantum Mechanics
ISBN: 9781107189638
3rd Edition
Authors: David J. Griffiths, Darrell F. Schroeter
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