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- W2000773748 endingPage "779" @default.
- W2000773748 startingPage "617" @default.
- W2000773748 abstract "Abstract Geometrical and topological aspects of chiral anomalies in gauge theories are reviewed. Geometrical and topological concepts and results for chiral anomalies in gauge theories are considered, including differential forms, Lie groups, homotopy, homology, cohomology, Riemannian manifolds, fibre bundles, characteristic classes, index theorems and spectral flow. Gauge theories and their formulation in terms of differential forms and fibre bundles are described. The quantisation of gauge theories is performed using path integrals, and the orbit space, BRST symmetries and ϑ vacuum are discussed. Gauge theories with fermions are formulated, including realistic models of strong and weak interactions. Chiral anomalies and related issues such as the existence of Schwinger terms, their origins in terms of differential forms, cohomology, the orbit space, BRST identities, Hamiltonian systems and relations to index theorems are analysed. Constraints on models for particle physics from chiral anomalies and theo..." @default.
- W2000773748 created "2016-06-24" @default.
- W2000773748 creator A5031342839 @default.
- W2000773748 date "1990-12-01" @default.
- W2000773748 modified "2023-09-26" @default.
- W2000773748 title "Geometry and topology of chiral anomalies in gauge theories" @default.
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