Formulations of Classical and Quantum Dynamical Theory

Content: 
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Page iii

Copyright page
Page iv

Dedication
Page v

Preface
Pages xi-xii
Gerald Rosen

Introduction
Pages 1-3

Chapter 1 Classical Mechanics
Pages 4-21

Chapter 2 Quantum Mechanics
Pages 22-51

Chapter 3 Classical Field Theory
Pages 52-67

Chapter 4 Quantum Field Theory
Pages 68-92

Prospects
Pages 93-95

Appendix A Functional Differentiation
Pages 96-100

Appendix B Linear Representations of a Lie Group
Pages 101-109

Appendix C Haar Measure
Pages 110-115

Appendix D Functional Integration by Parts Lemma
Pages 116-117

Appendix E Relativistic Sum-over-Histories for the One-Dimensional Dirac Equation
Pages 118-122

Appendix F Feynman Operators
Pages 123-126

Appendix G Quantum and Classical Statistical Mechanics
Pages 127-130

Appendix H The Iteration Solution of Perturbation Theory
Pages 131-133

Appendix I Existence of Spatially Localized Singularity-Free Periodic Solutions in Classical Field Theories
Pages 134-136

Appendix J Rigorous Solutions in Essentially-Nonlinear Classical Field Theories
Pages 137-139

Appendix K Quantum Theory of Electromagnetic Radiation
Pages 140-144

Appendix L Stationary States in Quantum Field Theories
Pages 145-148

Index
Pages 149-151