Preface Acknowledgements Part I. From Classical to Wave Mechanics: 1. Experimental foundations of quantum theory 2. Classical dynamics 3. Wave equations 4. Wave mechanics 5. Applications of wave mechanics 6. Introduction to spin 7. Perturbation theory 8. Scattering theory Part II. Weyl Quantization and Algebraic Methods: 9. Weyl quantization 10. Harmonic oscillators and quantum optics 11. Angular momentum operators 12. Algebraic methods for eigenvalue problems 13. From density matrix to geometric phases Part III. Selected Topics: 14. From classical to quantum statistical mechanics 15. Lagrangian and phase-space formulations 16. Dirac equation and no-interaction theorem References Index.
Preface Acknowledgements Part I. From Classical to Wave Mechanics: 1. Experimental foundations of quantum theory 2. Classical dynamics 3. Wave equations 4. Wave mechanics 5. Applications of wave mechanics 6. Introduction to spin 7. Perturbation theory 8. Scattering theory Part II. Weyl Quantization and Algebraic Methods: 9. Weyl quantization 10. Harmonic oscillators and quantum optics 11. Angular momentum operators 12. Algebraic methods for eigenvalue problems 13. From density matrix to geometric phases Part III. Selected Topics: 14. From classical to quantum statistical mechanics 15. Lagrangian and phase-space formulations 16. Dirac equation and no-interaction theorem References Index.
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