SOLVED:The general definition of a Hermitian operator, Mt M ,implies that (flmtlg) = (Mflg) = (flmlg) = (fIMg) If If) and Ig) are continuous functions, then the integral representation of the Hermiticity
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SOLVED:Question Consider the expectation value of quantum operator Quantum operators describe physical observables. In Quantum Mechanics, quantum operator is Hermitian. The Hamiltionian operator is given by H p? /2m + V( where
