Table of Contents
PREFACECHAPTER 1 INTRODUCTION
CONCLUSION
CHAPTER 2 QUANTUM PARTICLE AS A DISTRIBUTION OF MATTER
CONCLUSION
CHAPTER 3 QUANTUM PARTICLE IN THE GRAVITATIONAL FIELD
3.1. CURVED TIME-SPACE COORDINATES.
3.2. CURVED PHYSICAL SYSTEM IN THE TOTAL UNIVERSE
3.3. THE MASS CONSERVATION AS A RELATIVISTIC INVARIANCE
3.4. HARMONIC OSCILLATIONS AND METRIC TENSOR DENSITY
3.5. GAUSS AND STOKES THEOREMS WITH COVARIANT DERIVATIVES.
3.6. GEODESICS.
3.7. THE CURVATURE TENSOR
3.8. BIANCI RELATIONS AND EINSTEIN’S LAW OF GRAVITATION
3.9. NEWTON’S GRAVITATION EQUATION AND RED SHIFT
3.10. GRAVITATIONAL FIELD WITH SPHERICAL SYMMETRY - THE SCHWARZSCHILD SOLUTION
3.11. QUANTUM PARTICLE IN A SPHERICAL GRAVITATIONAL FIELD AND BLACK HOLE
3.12. EINSTEIN’S LAW OF THE GRAVITATIONAL FIELD AND THE BLACK HOLE DYNAMICS
CONCLUSION
CHAPTER 4 CHARGED QUANTUM PARTICLE IN GRAVITATION AND ELECTROMAGNETIC FIELDS
4.1. QUANTUM PARTICLE DYNAMICS IN ELECTROMAGNETIC FIELD.
4.2. QUANTUM PARTICLE IN A GRAVITATIONAL WAVE AND THE GRAVITON SPIN.
4.3. PROPAGATION WAVE FUNCTIONS.
CONCLUSION
CHAPTER 5 THE LEAST ACTION AND MATTER-FIELD DYNAMICS IN GRAVITATIONAL FIELD
5.1. GRAVITATION ACTION
5.2. MATTER ACTION
5.3. ELECTROMAGNETIC FIELD ACTION
5.4. ELECTRIC CHARGE ACTION AND THE TOTAL MATTER-FIELD ACTION
CONCLUSION
REFERENCES
DEDICATION
SUBJECT INDEX
Author
- Eliade Stefanescu

