Algebraic versus Topologic Anomalies
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URI: http://hdl.handle.net/10317/519URI: arXiv:hep-th/9702069v1
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Matemática AplicadaPublication date
1995Publisher
Masaryk University BrnoBibliographic Citation
ALDAYA VALVERDE, Victor, CALIXTO MOLINA, Manuel, GUERRERO GARCÍA, Julio. Algebraic versus Topologic Anomalies. En: International Conference on Differential Geometry and Applications (6th.: 1995: Brno). Brno: Masaryk University, 1995. 495-502 p.Keywords
Teoría de campos cuánticosAnomalías algebráicas
Simetría
Anomalías topológicas
Quantum field theory
Anormality algebraic
Symmetry
Topological anomaly
Abstract
Within the frame of a Group Approach to Quantization anomalies arise in a quite natural way. We present in this talk an analysis of the basic obstructions that can be found when we try to translate
symmetries of the Newton equations to the Quantum Theory.
They fall into two classes: algebraic and topologic according to the local or global character of the obstruction. We present here
one explicit example of each.
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