Quantum mechanics : new approaches to selected topics
著者
書誌事項
Quantum mechanics : new approaches to selected topics
（North-Holland personal library）
North-Holland , American Elsevier, c1986
- : American Elsevier
- : Netherland
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注記
Bibliography: p. 461-462
Includes index
内容説明・目次
内容説明
Intended for a first year graduate course in quantum mechanics, this collection of topics can also be considered as a set of self-contained ``monographs for pedestrians'' on the Moessbauer effect, many-body quantum mechanics, kaon physics, scattering theory, Feynman diagrams, symmetries and relativistic quantum mechanics.
An unusual feature of the book is the introduction of many interesting physical problems and mathematical techniques at a much earlier level than in conventional texts. This approach enables the student to see the physical implications and useful applications of quantum theory before he has mastered the formalism in detail. It provides him with new mathematical tools at an earlier stage for use in subsequent problems. It also presents the active research physicist with a ``pedestrian'' treatment of many topics without the necessity of learning the formalism.
目次
Preface. Polarized Photons for Pedestrians. 1. Polarized photons and quantum theory. Momentum Transfer to Bound Systems and the Moessbauer Effect. 2. The Moessbauer effect. 3. The Moessbauer effect in a solid. 4. The Moessbauer effect and momentum transfer to bound systems. Many-Particle Qauntum Mechanics for Pedestrians (Part I). 5. Identical particles and second quantization. 6. Identical composite particles and bound systems. Kaon Decay for Pedestrians. 7. Kaon decay. Scattering Theory for Pedestrians. 8. One-Dimensional Scattering in Quantum Mechanics. The Many-Body Problem for Pedestrians (Part 2). 9. The many-body problem in quantum mechanics. 10. Pairing correlation and the BCS theory. 11. Elementary excitations in many-body systems. Feynman Diagrams for Pedestrians. 12. Feynman diagrams, propagators and fields. Symmetries, Invariance and Relativistic Quantum Mechanics for Pedestrians. 13. Introduction to relativistic quantum mechanics. 14. Invariance, symmetry transformations and conservation laws. 15. The Lorentz group. Bibliography. Index.
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