Add to ORKGaccepted by Journal of Algebra massive shortening and improvement of readability after referringWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acting on the path algebra of a quiver and the skew group algebra of a finite group acting on a preprojective algebra. These results generalize previous results of Reiten and Riedtmann for a cyclic group acting on the path algebra of a quiver and of Reiten and Van den Bergh for a finite subgroup of $\SL(\C X \oplus \C Y)$ acting on $\C[X, Y]$
AbstractIn this paper, for an algebra, a multiplicative basis with a weakly admissible order is intr...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
accepted by Journal of Algebra massive shortening and improvement of readability after referringWe c...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
Let R be the skew group algebra of a finite group acting on the path algebra of a quiver. This artic...
For a quiver with potential (Q,W) with an action of a finite cyclic group G, we study the skew group...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We investigate properties of finite subgroups G < SL(n, k) for which the skew-group algebra k[x1, . ...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractIn this paper, for an algebra, a multiplicative basis with a weakly admissible order is intr...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
accepted by Journal of Algebra massive shortening and improvement of readability after referringWe c...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
Let R be the skew group algebra of a finite group acting on the path algebra of a quiver. This artic...
For a quiver with potential (Q,W) with an action of a finite cyclic group G, we study the skew group...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We give an algorithm for the computation of the basic algebra Morita equivalent to a skew group alge...
We investigate properties of finite subgroups G < SL(n, k) for which the skew-group algebra k[x1, . ...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractIn this paper, for an algebra, a multiplicative basis with a weakly admissible order is intr...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...