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Inhaltsverzeichnis
- Classical Yang-mills theory.
- Path integral quantization of gauge theories.
- Background field methods.
- Instantons and ?-Vacua.
- Schwinger model (QED)2.
- Chiral anomaly in (QCD)2.
- Fujikawa's path integral method.
- Chiral anomaly in the Schwinger-Symanzik formalism.
- Anomalous ward identities à la Wess-Zumino.
- Topological aspects of the Wess-Zumino effective action.
- Topological baryon number and the Skyrme model.
- The Atiyah-Singer index theorem (for the Euclidean Dirac operator).
- Chiral anomalies and differential geometry.
- Effective gauge theory actions in (2n + 1) dimensions.
- Chiral anomaly with gravitational background field.
- Vacuum charge in 2n + 1 dimensions.