y m of (1), (2) means that we multiply y m by a nonzero constant c m
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ym of (1), (2) means that we multiply ym by a nonzero constant cm such that cmym has norm 1. Show that zm = cym with any c ≠ 0 is an eigenfunction for the eigenvalue corresponding to ym.
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If y m is a solution of 1 so is z m because 1 i...View the full answer
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