Book contents
- Frontmatter
- Contents
- Editor's Statement
- Foreword
- Preface
- The Logic of Quantum Mechanics
- Part I HILBERT-SPACE QUANTUM MECHANICS
- Part II BASIC STRUCTURES IN THE DESCRIPTION OF QUANTUM SYSTEMS
- Chapter 10 The Typical Mathematical Structure of Propositions: Orthomodular AC Lattices
- Chapter 11 Probability Measures on Orthomodular Posets and Lattices
- Chapter 12 Characterization of Commutativity
- Chapter 13 States and Propositions of a Physical System
- Chapter 14 Quantum-Mechanical Features in Terms of the Logic of the Physical System
- Chapter 15 On the Hidden-Variables Issue
- Chapter 16 Proposition-State Structure and Idealized Measurements
- Chapter 17 Superpositions of States and Closure Spaces
- Chapter 18 Transition-Probability Spaces and Quantum Systems
- Chapter 19 On the Convex-Set Approach
- Chapter 20 Introduction to a Quantum Logic
- Part III RECONSTRUCTION OF HILBERT-SPACE QUANTUM MECHANICS
- Appendix A Trace-Class Operators
- Appendix B The Spectral Theorem
- Appendix C Proofs for Chapter 11
- Subject Index
- Miscellaneous Endmatter
Chapter 12 - Characterization of Commutativity
Published online by Cambridge University Press: 05 June 2013
- Frontmatter
- Contents
- Editor's Statement
- Foreword
- Preface
- The Logic of Quantum Mechanics
- Part I HILBERT-SPACE QUANTUM MECHANICS
- Part II BASIC STRUCTURES IN THE DESCRIPTION OF QUANTUM SYSTEMS
- Chapter 10 The Typical Mathematical Structure of Propositions: Orthomodular AC Lattices
- Chapter 11 Probability Measures on Orthomodular Posets and Lattices
- Chapter 12 Characterization of Commutativity
- Chapter 13 States and Propositions of a Physical System
- Chapter 14 Quantum-Mechanical Features in Terms of the Logic of the Physical System
- Chapter 15 On the Hidden-Variables Issue
- Chapter 16 Proposition-State Structure and Idealized Measurements
- Chapter 17 Superpositions of States and Closure Spaces
- Chapter 18 Transition-Probability Spaces and Quantum Systems
- Chapter 19 On the Convex-Set Approach
- Chapter 20 Introduction to a Quantum Logic
- Part III RECONSTRUCTION OF HILBERT-SPACE QUANTUM MECHANICS
- Appendix A Trace-Class Operators
- Appendix B The Spectral Theorem
- Appendix C Proofs for Chapter 11
- Subject Index
- Miscellaneous Endmatter
Summary
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- The Logic of Quantum Mechanics , pp. 125 - 136Publisher: Cambridge University PressPrint publication year: 1984