I have seen two different definitions of a binormal operator A.
- A is unitarily equivalent to a block 2x2 matrix of commuting normal matrices.
- AA* commutes with A*A.
I am hoping these definitions are equivalent, but I can not see the proof. Any help?
I have seen two different definitions of a binormal operator A.
I am hoping these definitions are equivalent, but I can not see the proof. Any help?
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