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Continuation of the course for students of theoretical physics. Identical particles and many-particle systems. Angular
momentum in quantum theory. Mean field and theory of atoms and molecules. Symmetry and conservation laws.
Time-dependent perturbation theory. Density matrix and open systems.
Last update: T_UTF (14.05.2010)
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J. Formánek: Úvod do kvantové teorie (Academia, Praha, 1983, 2004)
Cohen-Tannoudji, Diu, Laloe: Quantum Mechanics (Wiley 2006)
L.D. Landau, E.M. Lifshitz: Quantum Mechanics Non-Relativistic Theory (Butterworth-Heinemann, 1981)
J.J. Sakurai: Modern Quantum Mechanics (Addison-Wesley, Reading, 1985, 1994)
L.E. Ballantine: Quantum Mechanics. A Modern Development (World Scientific, Singapore, 1998)
R.H. Landau: Quantum Mechanics II (Wiley 1996) Last update: T_UTF (14.05.2010)
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Exam constist of written and oral part. To access the exam student must gain enough point from home excercises and test. In the case of excelent results in home excercises and test the written part of exam can be skipped. In oral exam student demonstrates the understanding of theory in two topics selected form the sylabus. Last update: Čížek Martin, doc. RNDr., Ph.D. (16.10.2017)
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Symmetry and conservation laws. Rotational and translational symmetry. Wigner functions, tenzor operators. Time reversal. Point groups.
Many-particle systems. Indistinguishability principle of identical particles and its consequences, fermions and bosons. Second quantization. Fock space, mean field theory.
Scattering theory. S and T matrixes, scattering cross section. Scattering in the central field, eigephase analysis.
Time-dependent perturbation theory. Fermi golden rule.
Density matrix and open systems. Last update: Čížek Martin, doc. RNDr., Ph.D. (17.01.2023)
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Videzáznamy a další studijní materiály z COVIDového roku jsou na http://utf.mff.cuni.cz/virtualni_vyuka/NTMF067/prednasky/online_zaznamy.html Last update: Čížek Martin, doc. RNDr., Ph.D. (17.01.2023)
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