Graded Brauer groups and -theory with local coefficients
Peter Donavan, Max Karoubi (1970)
Publications Mathématiques de l'IHÉS
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Displaying similar documents to “Characteristic classes for -bundles”
Graded Brauer groups and -theory with local coefficients
On graded bundles and their geometry
J. Czyż (1984)
Banach Center Publications
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Monads and cohomology modules of rank 2 vector bundles
Wolfram Decker (1990)
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Equivariant -theory
Graeme Segal (1968)
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-index theorems, KK-theory, and connections.
Schick, Thomas (2005)
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Fibre integration and some of its applications.
(1972)
Collectanea Mathematica
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Holonomy, twisting cochains and characteristic classes
G. Sharygin (2011)
Annales de la faculté des sciences de Toulouse Mathématiques
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This paper contains a description of various geometric constructions associated with fibre bundles, given in terms of important algebraic object, the “twisting cochain". Our examples include the Chern-Weil classes, the holonomy representation and the so-called cyclic Chern character of Bismut and others (see [2, 11, 27]), also called the Bismut’s class. The later example is the principal one for us, since we are motivated by the attempt to find an algebraic approach to the Witten’s index...