Current Algebra and Phenomenological Lagrange Functions
Invited Papers presented at the first international Summer School for Theoretical Physics University of Karlsruhe, (July 22-August 2, 1968) Mitarbeit:Höhler, Gerhard; Fujimori, Atsushi; Kühn, Johann
Current Algebra and Phenomenological Lagrange Functions
Invited Papers presented at the first international Summer School for Theoretical Physics University of Karlsruhe, (July 22-August 2, 1968) Mitarbeit:Höhler, Gerhard; Fujimori, Atsushi; Kühn, Johann
Dynamical groups and their currents.- Current algebra and lightlike charges.- to the Lagrangian method.- to the method of current algebra.- S-Matrix formulation of current algebra.- Electromagnetic mass differences.- Nonleptonic decays and Mass differences of Hadrons.- Current algebra in the framework of general quantum field theory.- Current algebra and renormalizable field theories.- to current algebra.- Realisations of a compact, connected, semisimple lie group.- Problems in Vector Meson theories.
Dynamical groups and their currents.- Current algebra and lightlike charges.- to the Lagrangian method.- to the method of current algebra.- S-Matrix formulation of current algebra.- Electromagnetic mass differences.- Nonleptonic decays and Mass differences of Hadrons.- Current algebra in the framework of general quantum field theory.- Current algebra and renormalizable field theories.- to current algebra.- Realisations of a compact, connected, semisimple lie group.- Problems in Vector Meson theories.
Dynamical groups and their currents.- Current algebra and lightlike charges.- to the Lagrangian method.- to the method of current algebra.- S-Matrix formulation of current algebra.- Electromagnetic mass differences.- Nonleptonic decays and Mass differences of Hadrons.- Current algebra in the framework of general quantum field theory.- Current algebra and renormalizable field theories.- to current algebra.- Realisations of a compact, connected, semisimple lie group.- Problems in Vector Meson theories.
Dynamical groups and their currents.- Current algebra and lightlike charges.- to the Lagrangian method.- to the method of current algebra.- S-Matrix formulation of current algebra.- Electromagnetic mass differences.- Nonleptonic decays and Mass differences of Hadrons.- Current algebra in the framework of general quantum field theory.- Current algebra and renormalizable field theories.- to current algebra.- Realisations of a compact, connected, semisimple lie group.- Problems in Vector Meson theories.
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