Question #224236
Give an example of a normal operator and explain it in detail
1
Expert's answer
2021-08-17T10:42:24-0400

A normal operator on a complex Hilbert space is a continuous linear operator NN that commutes with its hermitian adjoint.I.e., NN=NNNN^*=N^*N. All Hermitian operators (N=NN=N^* ) are normal. As an example, one can take an identity operator II.


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