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Foundations of quantum mechanics
Chapter 1: Measure and IntegralChapter 2: The Axioms of Hilbert SpaceChapter 3: Linear Functionals and OperatorsChapter 4: Spectral Theorem and Spectral RepresentationChapter 5: The Propositional CalculusChapter 6: States and ObservablesChapter 7: Hidden VariablesChapter 8: Proposition Systems and Projective GeometriesChapter 9: Symmetries and GroupsChapter 10: The Dynamical StructureChapter 11: The Measuring ProcessChapter 12: The Elementary Particle in One DimensionChapter 13: The Elementary Particle Without SpinChapter 14: Particles with SpinChapter 15: Identical Particles
299 pages, Hardcover
First published January 1, 1968
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January 27, 2019The Mathematical Foundations of Quantum Mechanics
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