In this textbook for a modern course on quantum physics for advanced undergraduate and graduate students, Le Bellac uses an original approach which relies primarily on an algebraic treatment and symmetry principles. In addition to standard topics the reader is introduced to more recent developments at an early stage.
In this textbook for a modern course on quantum physics for advanced undergraduate and graduate students, Le Bellac uses an original approach which relies primarily on an algebraic treatment and symmetry principles. In addition to standard topics the reader is introduced to more recent developments at an early stage.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Michel Le Bellac is Emeritus Professor at the University of Nice and a well-known elementary particle theorist. He graduated from the École Normale Supérieure in 1962, before conducting research with CNRS. In 1967 he returned to the University of Nice and was appointed Full Professor of Physics in 1971, a position he held for over 30 years. His main fields of research have been the theory of elementary particles and field theory at finite temperatures. He has published four other books in French and three other books in English, including Thermal Field Theory (Cambridge University Press, 1996) and Equilibrium and Non-equilibrium Statistical Thermodynamics (with Fabrice Mortessagne and G. George Bartouni, Cambridge University Press, 2004).
Inhaltsangabe
1. Introduction 2. Mathematics of quantum mechanics I: finite dimension 3. Polarization: photons and spin 1/2 particles 4. Postulates of quantum mechanics 5. Systems with a finite number of levels 6. Entangled states 7. Mathematics of quantum mechanics II: infinite dimension 8. Symmetries in quantum physics 9. Wave mechanics 10. Angular momentum 11. The harmonic oscillator 12. Elementary scattering theory 13. Identical particles 14. Atomic physics 15. Open quantum systems Appendices References.
1. Introduction 2. Mathematics of quantum mechanics I: finite dimension 3. Polarization: photons and spin 1/2 particles 4. Postulates of quantum mechanics 5. Systems with a finite number of levels 6. Entangled states 7. Mathematics of quantum mechanics II: infinite dimension 8. Symmetries in quantum physics 9. Wave mechanics 10. Angular momentum 11. The harmonic oscillator 12. Elementary scattering theory 13. Identical particles 14. Atomic physics 15. Open quantum systems Appendices References.
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