Book contents
- Frontmatter
- Dedication
- Contents
- Preface
- Part I A Nonmathematical Exposition of Quantum Mechanics and Quantum Field Theory
- Part II Basic Results of Quantum Mechanics
- Part III A Short Course in Quantum Field Theory
- Part IV Mathematical Considerations of Philosophy of Quantum Mechanics
- Part V Decoherence, Spontaneous Coherence, and Spontaneous Collapse
- 18 Irreversibility in Unitary Quantum Field Theory
- 19 Decoherence in Quantum Field Theory
- 20 Proposed Model for Spontaneous Collapse of Fermion States
- 21 Spontaneous Coherence: Lasers, Superfluids, and Superconductors
- Appendix A Summary of quantum interpretations
- Index
18 - Irreversibility in Unitary Quantum Field Theory
from Part V - Decoherence, Spontaneous Coherence, and Spontaneous Collapse
Published online by Cambridge University Press: 09 May 2024
- Frontmatter
- Dedication
- Contents
- Preface
- Part I A Nonmathematical Exposition of Quantum Mechanics and Quantum Field Theory
- Part II Basic Results of Quantum Mechanics
- Part III A Short Course in Quantum Field Theory
- Part IV Mathematical Considerations of Philosophy of Quantum Mechanics
- Part V Decoherence, Spontaneous Coherence, and Spontaneous Collapse
- 18 Irreversibility in Unitary Quantum Field Theory
- 19 Decoherence in Quantum Field Theory
- 20 Proposed Model for Spontaneous Collapse of Fermion States
- 21 Spontaneous Coherence: Lasers, Superfluids, and Superconductors
- Appendix A Summary of quantum interpretations
- Index
Summary
This chapter begins the final section of the book, which presents both review and new results of original research on decoherence and measurement theory. In this chapter, it is shown that normal quantum mechanics can lead to irreversible behavior in an open system, in contrast to the expectation of the Poincaré theorem that predicts repeating, cyclical behavior for all closed systems. The quantum Boltzmann equation, which implies the famous H-theorem that underlies all statistical mechanics, is derived.
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- Information
- Interpreting Quantum MechanicsModern Foundations, pp. 267 - 277Publisher: Cambridge University PressPrint publication year: 2024