If {(i} is a complete, orthonormal basis such that for all m and n (that is, the

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If {(i} is a complete, orthonormal basis such that for all m and n (that is, the matrix representative of  is diagonal), prove that the functions {(i} are eigenfunctions of  and the (i's are the eigenvalues of Â. Expand Â(n in terms of the set {(i}.

(fmÄl fa) = am8ma
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Quantum Chemistry

ISBN: 978-0321803450

7th edition

Authors: Ira N. Levine

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