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Show that a unitary operator maps one ON-basis to another
Homework Statement Given an inner product space V, a unitary operator U and a set \left\{\epsilon_i\right\}_{i=1,2,\dots} which is an orthonormal basis of V, show that the image of \left\{\epsilon_i\right\} under U is also an orthonormal basis of V Homework Equations The Attempt at a...- jhughes
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