On the topological interpretation of gravitational anomalies

On the topological interpretation of gravitational anomalies

Source :

• Journal of Geometry and Physics [ 0393-0440 ] ; 2001.

English descriptors

• KwdEn :
  • Algebra, Anomaly, Anomaly formula, Associative algebra, Bott periodicity, Characteristic classes, Chern, Chern character, Cochains, Cohomology, Compact support, Conformal, Conformal anomalies, Conformal transformations, Connes, Cyclic, Cyclic cohomology, Diffeomorphisms, Differential algebra, Differential forms, Differential operator, Elsevier science, Equivariant, Equivariant cohomology, Equivariant cohomology class, Equivariant homology, Exterior algebra, Gauge group, Gauge theories, Ghost vector, Gravitational anomalies, Gravitational anomaly, Gravitational case, Homogeneous cochains, Homotopy quotient, Index theorem, Invariant forms, Inverse limit, Loop group, Matrix, Noncommutative geometry, Nontrivial, Nontrivial loops, Operator algebras, Orientationpreserving diffeomorphisms, Particular case, Perrot, Perrot journal, Pontrjagin classes, Pontrjagin ring, Principal bundle, Riemann surface, Riemann surfaces, Right composition, Structure group, Tensor product, Topological, Topological anomaly, Topological anomaly formula, Topological interpretation, Weil algebra.
• Teeft :
  • Algebra, Anomaly, Anomaly formula, Associative algebra, Bott periodicity, Characteristic classes, Chern, Chern character, Cochains, Cohomology, Compact support, Conformal, Conformal anomalies, Conformal transformations, Connes, Cyclic, Cyclic cohomology, Diffeomorphisms, Differential algebra, Differential forms, Differential operator, Elsevier science, Equivariant, Equivariant cohomology, Equivariant cohomology class, Equivariant homology, Exterior algebra, Gauge group, Gauge theories, Ghost vector, Gravitational anomalies, Gravitational anomaly, Gravitational case, Homogeneous cochains, Homotopy quotient, Index theorem, Invariant forms, Inverse limit, Loop group, Matrix, Noncommutative geometry, Nontrivial, Nontrivial loops, Operator algebras, Orientationpreserving diffeomorphisms, Particular case, Perrot, Perrot journal, Pontrjagin classes, Pontrjagin ring, Principal bundle, Riemann surface, Riemann surfaces, Right composition, Structure group, Tensor product, Topological, Topological anomaly, Topological anomaly formula, Topological interpretation, Weil algebra.

Abstract

• https://api.istex.fr/document/1B415082CA2F85BD668B40FD53FD9DA836A39C45/fulltext/pdf

Affiliations:

• France
• Provence-Alpes-Côte d'Azur
• Marseille

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