Momentum keeps it real – in the lecture (and notes), it was claimed that the expectation value of momentum, , will always be real in spite of the imaginary operator for p. by computing −* ∗ , where the ∗ superscript denotes complex conjugate, show that the above claim is true, thus verifying that the operator for p is hermitian.
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Momentum keeps it real – in the lecture (and notes), it was claimed that the expectation value of mo...
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