Mechanics. Classical and Quantum

Content: 
INTERNATIONAL SERIES IN NATURAL PHILOSOPHY, Page ii
Front Matter, Page iii
Copyright, Page iv
PREFACE, Pages ix-xi
CHAPTER 1 - THE LAGRANGIAN FORMULATION OF MECHANICS, Pages 1-43
CHAPTER 2 - THE HAMILTONIAN FORMULATION OF MECHANICS, Pages 44-57
CHAPTER 3 - HAMILTON-JACOBI THEORY, Pages 58-82
CHAPTER 4 - WAVES, Pages 83-106
CHAPTER 5 - HISTORICAL BACKGROUND OF THE QUANTUM THEORY, Pages 107-149
CHAPTER 6 - WAVE MECHANICS, Pages 150-166
CHAPTER 7 - THE TIME-INDEPENDENT SCHRÖDINGER EQUATION AND SOME OF ITS APPLICATIONS, Pages 167-209
CHAPTER 8 - OPERATORS, OBSERVABLES, AND THE QUANTIZATION OF A PHYSICAL SYSTEM, Pages 210-242
CHAPTER 9 - THE SIGNIFICANCE OF EXPECTATION VALUES, Pages 243-255
CHAPTER 10 - THE MOMENTUM REPRESENTATION, Pages 256-274
CHAPTER 11 - THE CONCEPT OF MEASUREMENT IN QUANTUM MECHANICS, Pages 275-289
CHAPTER 12 - THE HYDROGENIC ATOM, Pages 290-327
CHAPTER 13 - MATRIX MECHANICS, Pages 328-357
APPENDIX A - ELECTROMAGNETIC INTERACTION ENERGIES IN TERMS OF LOCAL POTENTIALS, Pages 358-359
APPENDIX B - CANONICITY OF THE TRANSFORMATION GENERATED BY Gb(qj, Pj, t), Pages 360-363
APPENDIX C - MOST PROBABLE DISTRIBUTION OF ENERGY AMONG CAVITY MODES, Pages 364-366
APPENDIX D - POISSON BRACKETS, Pages 367-369
REFERENCES, Pages 370-371
SELECTED SUPPLEMENTARY REFERENCES, Page 372
PROBLEMS, Pages 373-384
NAME INDEX, Pages 385-386
SUBJECT INDEX, Pages 387-396
OTHER TITLES IN THE SERIES IN NATURAL PHILOSOPHY, Pages 397-399