proof ch:10-hilbert-spaces@proof-34

open in the book · parts/02-mathematical-methods/10-hilbert-spaces.tex:1852

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proof : ch:10-hilbert-spaces@proof-34proofproposition 12.67: The generator is symmetric, and generates the motion12.67definition 12.64: Strongly continuous one-parameter unitary group12.64theorem 12.66: Stone12.66lemma A.257: Integrated form of the equation of motionA.257proposition A.263: The two constructions are inverseA.263proposition A.259: The generator is self-adjointA.259proposition 12.111: The Weyl relation is a covariance statement12.111theorem A.253: StoneA.253

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proves The generator is symmetric, and generates the motion declared parts/02-mathematical-methods/10-hilbert-spaces.tex:1852