Hochschild cohomology of triangular matrix algebras
Jorge A. Guccione, Juan J. Guccione
Abstract
We prove the existence of two long exact sequences relating the Hochschild cohomology of a triangular matrix algebra with the Hochschild homology of its component subalgebras. We also study the structure of the maps of the first sequence.
Create a lesson
Related papers
A secondary index map on relative K-homology
Matti Lyko
Regular boundary conditions and analytic K-homology
Alexander Engel, Matti Lyko
Roe algebras and coarse index maps for spaces with proper actions of étale groupoids. I
Kai Mao
Nontransitivity of braid group actions on exceptional bases in K0(Pn) for n=4,6
Roman Eliseev
The Schur multiplier of SL2 and Dedekind zeta-functions over S-integers
P. H. Amorim, I. V. Picinini, B. R. Ramos et al.
Dualisable categories in noncommutative geometry
Devarshi Mukherjee, Thomas Nikolaus