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Asked Mar 4, 2020
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Let V and W be finite-dimensional inner product spaces, and let T: V → W be linear. Prove the following results.
(a) TTT = T.
(b) T†TT† = Tt.
(c) Both TtT and TTt are self-adjoint.
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Let V and W be finite-dimensional inner product spaces, and let T: V → W be linear. Prove the following results. (a) TTT = T. (b) T†TT† = Tt. (c) Both TtT and TTt are self-adjoint. %3D

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