1 Non-perturbative beta functions and Conformality lost in gauge theories Contents: 1. Introduction 2. Non-perturbative beta function 3. RG flow equations.
Chiral dynamics in hard processes M.V.Polyakovmaximp Ruhr-University Bochum Chiral symmetry breaking - the phenomenon shaping.
Topology and Fermionic Zero Modes Review recent results in the relation of fermionic zero modes and topology - will not cover topology in general Role.
Chiral Dynamics How s and Why s 2 nd lecture: Goldstone bosons Martin Mojžiš, Comenius University23 rd Students’ Workshop, Bosen, 3-8.IX.2006.
Chiral Dynamics How s and Why s 3 rd lecture: the effective Lagrangian Martin Mojžiš, Comenius University23 rd Students’ Workshop, Bosen, 3-8.IX.2006.
Chiral Dynamics How s and Why s 1 st lecture: basic ideas Martin Mojžiš, Comenius University23 rd Students’ Workshop, Bosen, 3-8.IX.2006.
Chiral Dynamics How s and Why s 4 th lecture: a specific example Martin Mojžiš, Comenius University23 rd Students’ Workshop, Bosen, 3-8.IX.2006.
Sigma model and applications 1. The linear sigma model (& NJL model) 2. Chiral perturbation 3. Applications.
Sigma model and applications
COMPASS with high intensity muon beams and unpolarized target
Pentaquark Search and S * Results from STAR
The Physics of high baryon densities Probing the QCD phase diagram The critical end point Properties of mesons in matter –Baryon density vs. temperature.
