proof ch:10-hilbert-spaces@proof-44

open in the book · parts/02-mathematical-methods/10-hilbert-spaces.tex:2494

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proof : ch:10-hilbert-spaces@proof-44prooftheorem 12.91: Schur's lemma, commutant form12.91definition 12.90: Self-adjoint family; commutant; irreducibility12.90proposition 12.89: Reduction is commutation12.89theorem 12.59: Spectral theorem for a bounded self-adjoint operator12.59proposition A.591: Any two irreducible Weyl systems are equivalentA.591theorem 12.114: Stone–von Neumann12.114

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proves Schur's lemma, commutant form declared parts/02-mathematical-methods/10-hilbert-spaces.tex:2494