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Matrix elements are the components, or entries, of a matrix, typically considered in a certain basis.
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Can this matrix be evaluated with the help of the Wigner-Eckart theorem?
I wonder if the problem in the image can be solved with the Wigner-Eckart (W-E) theorem. These elements have to vanish.
I tried introducing the identity operator in between $r$ and $p$ to then use the …