International audienceWe compute the dimension at each degree of the Hochschild cohomology of a radical square zero finite dimensional algebra, in terms of the combinatorics of its quiver. The multiplicative structure is obtained as well, those algebras are finitely generated only for quivers without oriented cycles and for crowns
We present the Gerstenhaber algebra structure on Hochschild cohomology of Koszul algebras defined by...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...
The main objective of this paper is to provide a theory for computing the Hochschild cohomology of a...
AbstractWe study the Lie module structure given by the Gerstenhaber bracket on the Hochschild cohomo...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
AbstractWe study the Lie module structure given by the Gerstenhaber bracket on the Hochschild cohomo...
We show that the Hochschild cohomology of a monomial algebra over a field of characteristic zero van...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
We present some results on computing Hochschild cohomology groups. We describe the lower cohomology ...
We provide a formula for the change of the dimension of the first Hoch\-schild cohomology vector spa...
We provide a formula for the change of the dimension of the first Hochschild cohomology vector space...
We explicitly calculate a projective bimodule resolution for a special biserial algebra giving rise ...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
We present the Gerstenhaber algebra structure on Hochschild cohomology of Koszul algebras defined by...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...
The main objective of this paper is to provide a theory for computing the Hochschild cohomology of a...
AbstractWe study the Lie module structure given by the Gerstenhaber bracket on the Hochschild cohomo...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
AbstractWe study the Lie module structure given by the Gerstenhaber bracket on the Hochschild cohomo...
We show that the Hochschild cohomology of a monomial algebra over a field of characteristic zero van...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
We present some results on computing Hochschild cohomology groups. We describe the lower cohomology ...
We provide a formula for the change of the dimension of the first Hoch\-schild cohomology vector spa...
We provide a formula for the change of the dimension of the first Hochschild cohomology vector space...
We explicitly calculate a projective bimodule resolution for a special biserial algebra giving rise ...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
We present the Gerstenhaber algebra structure on Hochschild cohomology of Koszul algebras defined by...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...
In this thesis we compute the Hochschild cohomology H∗(A) of a certain type of algebras calledtoupie...