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Symmetries in quantum field theory and the Goldstone theorem, the effective lagrangian for the Goldstone bosons, the chiral symmetry and current algebra, the linear sigma-model, the spontaneous chiral symmetry breaking in QCD, the chiral perturbation theory, the generalized chiral perturbation theory.
Last update: T_UCJF (22.05.2001)
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Složení ústní zkoušky. Last update: Novotný Jiří, RNDr., CSc. (10.06.2019)
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S. Scherer, M.R. Schindler, A primer for chiral perturbation theory, Lect. Notes Phys. 830 (2012), 1-388 J.F. Donogue, E. Golowich, B.R. Holstien, Dynamics of the standard model, Cambridge University Press 1992 S. Pokorski, Gauge field theories, Cambridge University Press 2000 S. Weinberg, The quantum theory of fields II, Cambridge University Press, 1996 Last update: T_UCJF (19.03.2015)
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Zkouška bude ústní, budou zadány dvě otázky, požadavky odpovídají odpřednášené části sylabu, ev. doplněné o část zadanou k samostatnému nastudování. Last update: Novotný Jiří, RNDr., CSc. (10.06.2019)
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Chiral symmetry of strong interactions review of the methods of quantum field theory,composite operators, renormalization and renormalization group, LSZ reduction formulae, introduction to the theory of effective lagrangians, Goldstone theorem and properties of the Goldstone bosons, nonlinear realizations of symmetries and effective lagrangians for Goldstone bosons, symmetries of QCD and spontaneous chiral symmetry breaking, chiral perturbation theory,Weinberg theorem and renormalization, application of chiral perturbation theory Last update: T_UCJF (22.05.2003)
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