Preface
1 Quantum mechanics and its interptetation
1.1 The nature of the problem
1.2 The wavefunction and the Schrodinger eqution
1.3 The completeness assumption
1.4 Einstein's point of view
1.5 The causal interpretation
2 Hamilton-Jacobi theory
2.1 The need for a common language
2.2 The Hamilton-Jacobi method i n calssical mechanics
2.3 Properties of the Hamilton-Jacobi function
2.4 The prpagation of the S-function
2.5 Classical steatical mechanics
2.6 Classical mechanics as a field theory
2.7 Generalization-internal potentials
3 Elements of the quantum theory of motion
3.1 The basic postulates
3.2 Wave and particle equations of motion
3.3 Properties of the model
3.4 Some properties of the quantum potential
3.5 The relation between partricle properties and quantum
3.6 Introduction of probability
3.7 Agreement with the results of quantum mechanics
3.8 The formation of averages
3.9 Conservation law for the field and particle
3.10 Haydrodynamic analogy
3.11 Invariance properties
3.12 Comparison with classical Hamilton-Jacobi theory
4 Simple applications
5 Interference and tunnelling
6 The classical limit
7 Many-body sysems
8 Theopry of experiments
9 Spin 1/2:the Pauli theory
10 Sipn1/2:the rigid roatory
11 The Einstein-Podolsky-Rosen experiment and nonlocality
Appendix
12 Relativistic quantum theory
References
Index
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