30 citations · 130 across the 58 of their papers we have counts for
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Wells type exact sequence and crossed extensions of algebras with bracket
José Manuel Casas, Emzar Khmaladze, Manuel Ladra
We study the extensibility problem of a pair of derivations associated with an abelian extension of algebras with bracket, and derive an exact sequence of the Wells type. We introd…
On capability of Leibniz algebras
Emzar Khmaladze, Revaz Kurdiani, Manuel Ladra
We study the capability property of Leibniz algebras via the non-abelian exterior product.
Cyclic Homologies of Crossed Modules of Algebras
Guram Donadze, Nick Inassaridze, Emzar Khmaladze +1
The Hochschild and (cotriple) cyclic homologies of crossed modules of (not-necessarily-unital) associative algebras are investigated. Wodzicki's excision theorem is extended for in…
Peiffer Elements in Simplicial Groups and Algebras
J. L. Castiglioni, M. Ladra
The main objectives of this paper are to give general proofs of the following two facts: A. For an operad $\oo$ in $\ab$, let be a simplicial $\oo$-algebra such that is t…
Triple Cohomology of Lie-Rinehart Algebras and the Canonical Class of Associative Algebras
J. M. Casas, M. Ladra, T. Pirashvili
We introduce a bicomplex which computes the triple cohomology of Lie--Rinehart algebras. We prove that the triple cohomology is isomorphic to the Rinehart cohomology \cite{Ri} prov…