Title

Relations Between Twisted Derivations and Twisted Cyclic Homology

Authors

Jack M. Shapiro, Washington University in St Louis

Author's Department

Mathematics

Document Type

Article

Publication Date

2012

Abstract

For a given endomorphism on a unitary κ-algebra, Α, with κ in the center of Α, there are definitions of twisted cyclic and Hochschild homology. This paper will show that the method used to define them can be used to define twisted de Rham homology. The main result is that twisted de Rham homology can be thought of as the kernel of the Connes map from twisted cyclic homology to twisted Hochschild homology.

Comments

Published in Proceedings of the American Mathematical Society in 2012 published by the American Mathematical Society. DOI © Copyright 2011 American Mathematical Society The copyright for this article reverts to public domain after 28 years from publication.

Recommended Citation

Shapiro, Jack M., "Relations Between Twisted Derivations and Twisted Cyclic Homology" (2012). Mathematics Faculty Publications. 4.
https://openscholarship.wustl.edu/math_facpubs/4

Embargo Period

4-19-2012