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1. Structures d'algèbre de Gerstenhaber--Voronov sur les formes différentielles non commutatives.

Author

BATTIKH, NAOUFEL and ISSAOUI, HATEM

Subjects
*DIFFERENTIAL forms, *DIFFERENTIAL algebra, *ALGEBRA, *HOMOLOGY (Biology), *NONCOMMUTATIVE algebras, *K-theory
Abstract

The algebra of noncommutative differential forms has been defined by A. Connes in [4]. Using this algebra, M. Karoubi has defined cyclic homology and Hochschild homology groups (see [13]). These groups are related to the algebraic K-theory. The purpose of this paper is to provide the noncommutative differential forms algebra with the structure of Gerstenhaber--Voronov algebras. [ABSTRACT FROM AUTHOR]

Published
2019
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