In a three-dimensional vector space consider an operator M in 2 0 ivz orthonormal basis {|1), |2), |3)} which is written as M= -iv2 0 3 Question: Does the operator satisfy/comply the orthogonality relation and the closure relation?
In a three-dimensional vector space consider an operator M in 2 0 ivz orthonormal basis {|1), |2), |3)} which is written as M= -iv2 0 3 Question: Does the operator satisfy/comply the orthogonality relation and the closure relation?
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Transcribed Image Text:In a three-dimensional vector space consider an operator M in
2
iv2
orthonormal basis {|1), |2), |3)} which is written as M=
-iv2 o
Question: Does the operator satisfy/comply the orthogonality relation
and the closure relation?
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