A topological Chern-Weil theory / Anthony V. Phillips, David A. Stone

Auteur: Phillips, Anthony Valiant (1938-) - AuteurCo-auteur: Stone, David Aurel (1945-2014) - AuteurType de document: MonographieCollection: Memoirs of the American Mathematical Society ; 504Langue: anglaisPays: Etats UnisÉditeur: Providence : American Mathematical Society, 1993Description: 1 vol. (VI-79 p.) ; 26 cm ISBN: 0821825666 ; br. Note: The authors examine the general problem of computing characteristic invariants of principal bundles whose structural group is a topological group (but not necessarily a Lie group). They give a completely topological local method for computing representative cocycles for real characteristic classes under the hypothesis that the structural group has real cohomology, finitely generated as an R-module. (Zentralblatt)Bibliographie: Bibliogr. p. 77-79. Sujets MSC: 57T30 Manifolds and cell complexes -- Homology and homotopy of topological groups and related structures -- Bar and cobar constructions
57R22 Manifolds and cell complexes -- Differential topology -- Topology of vector bundles and fiber bundles
57R20 Manifolds and cell complexes -- Differential topology -- Characteristic classes and numbers
55R40 Algebraic topology -- Fiber spaces and bundles -- Homology of classifying spaces, characteristic classes
53C05 Differential geometry -- Global differential geometry -- Connections, general theory
Location Call Number Status Date Due
Salle R 11564-01 / Séries AMS (Browse Shelf) Available

The authors examine the general problem of computing characteristic invariants of principal bundles whose structural group is a topological group (but not necessarily a Lie group). They give a completely topological local method for computing representative cocycles for real characteristic classes under the hypothesis that the structural group has real cohomology, finitely generated as an R-module. (Zentralblatt)

Bibliogr. p. 77-79

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