Gauge Theory of Elementary Particle Physics

Cheng, Ta-Pei & Ling-Fong Li

ISBN 10: 0198519613 / ISBN 13: 9780198519614

Editore: Oxford : Clarendon Press, 1984

Riguardo questo articolo

Paperback, illustrated with numerous equations, graphs and diagrams, 8vo.; Name in pen on title page. Codice articolo 340985-ZA16

Dati bibliografici

Titolo: Gauge Theory of Elementary Particle Physics

Casa editrice: Oxford : Clarendon Press

Data di pubblicazione: 1984

Legatura: Brossura

Condizione: Good

Descrizione articolo

Riassunto:

This is a practical introduction to the principal ideas in gauge theory and their applications to elementary particle physics. It explains technique and methodology with simple exposition backed up by many illustrative examples. Derivations, some of well known results, are presented in sufficient detail to make the text accessible to readers entering the field for the first time. The book focuses on the strong interaction theory of quantum chromodynamics and the electroweak interaction theory of Glashow, Weinberg, and Salam, as well as the grand unification theory, exemplified by the simplest S.U.(5) model. Not intended as an exhaustive survey, the book nevertheless provides the general background necessary for a serious student who wishes to specialize in the field of elementary particle theory. Physicists with an interest in general aspects of gauge theory will also find the book highly useful.

Recensione:

The reader will find a concise review of diagrammatic pertubation theory, path-integral quantization, group theory, and renormalization theory. The more advanced concepts - gauge symmetry, chiral symmetry breaking, the Higgs mechanism, asymptotic freedom and the renormalization group - are treated in greater detail. The exposition of these subjects is judiciously combined with applications to the standard theory in a way that brings life to what otherwise might be dull formalism. [...] it will remain, for a long time to come, an excellent introduction to the comprehensive gauge theory of the electroweak and strong interactions. (David Goss, Physics Today)