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Cyclic homology of braided Hopf crossed products
Crossed products Hochschild (co)homology Cyclic homology
2011/8/25
Abstract: Let k be a field, A a unitary associative k-algebra and V a k-vector space endowed with a distinguished element 1_V. We obtain a mixed complex, simpler that the canonical one, that gives the...
Hochschild and cyclic homology of $\rho $-algebras
noncommutative geometry Hochschild and cyclic homology ½ -algebras quaternionic algebra
2009/2/23
In this paper we present our construction of the Hochschild
and cyclic homology of a ½-algebra. We show that these constructions
are generalizations of the Hochschild homology and cyclic homo...
Hochschild and cyclic homology of ½-algebras
noncommutative geometry Hochschild and cyclic homology ½ -algebras quaternionic algebra
2009/1/7
In this paper we present our construction of the Hochschild
and cyclic homology of a ½-algebra. We show that these constructions
are generalizations of the Hochschild homology and cyclic homo...
On the derived functor analogy in the Cuntz-Quillen framework for cyclic homology
the derived functor analogy the Cuntz-Quillen framework cyclic homology
2010/11/1
Cuntz and Quillen have shown that for algebras over a field $k$ with $char(k)=0$, periodic cyclic homology may be regarded, in some sense, as the derived functor of (non-commutative) de Rham (co-)homo...
Cyclic homology of commutative algebras over general ground rings
Cyclic homology commutative algebras general ground rings
2010/11/1
We consider commutative algebras and chain DG algebras over a fixed commutative ground ring $k$ as in the title. We are concerned with the problem of computing the cyclic (and Hochschild) homology of...