AbstractIn the paper, based on the the minimal projective bimodule resolutions of the system quiver algebras of minimal wild representation type, we calculate explicitly the dimensions of all Hochschild homology groups of the system quiver algebras of minimal wild representation type by means of combinatorics
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
AbstractA minimal (by inclusion) generating set for the algebra of semi-invariants of a quiver of di...
AbstractIn the paper, based on the the minimal projective bimodule resolutions of the system quiver ...
AbstractWe consider representations of quivers over an algebraically closed field K. A dimension vec...
In 1989 Happel asked the question whether, for a finite-dimensional algebra A over an algebraically ...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
AbstractLet Fq be a finite field with q elements and h(FqQ) the Ringel–Hall algebra of affine valued...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractFor representations of tame quivers the degenerations are controlled by the dimensions of va...
We explicitly calculate a projective bimodule resolution for a special biserial algebra giving rise ...
International audienceWe compute the dimension at each degree of the Hochschild cohomology of a radi...
AbstractLet H(kQ) be the Ringel–Hall algebra of affine quiver Q. All indecomposable representations ...
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
AbstractA minimal (by inclusion) generating set for the algebra of semi-invariants of a quiver of di...
AbstractIn the paper, based on the the minimal projective bimodule resolutions of the system quiver ...
AbstractWe consider representations of quivers over an algebraically closed field K. A dimension vec...
In 1989 Happel asked the question whether, for a finite-dimensional algebra A over an algebraically ...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
AbstractLet Fq be a finite field with q elements and h(FqQ) the Ringel–Hall algebra of affine valued...
Translation quivers appear naturally in the representation theory of finite dimensional algebras; s...
AbstractThe relation between ‘ordinary’ cohomology, and Hochschild cohomology is investigated for qu...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractFor representations of tame quivers the degenerations are controlled by the dimensions of va...
We explicitly calculate a projective bimodule resolution for a special biserial algebra giving rise ...
International audienceWe compute the dimension at each degree of the Hochschild cohomology of a radi...
AbstractLet H(kQ) be the Ringel–Hall algebra of affine quiver Q. All indecomposable representations ...
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
summary:The reconstruction algebra is a generalization of the preprojective algebra, and plays impor...
AbstractA minimal (by inclusion) generating set for the algebra of semi-invariants of a quiver of di...
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