Add to ORKGWe give an algorithm for the computation of the basic algebra Morita equivalent to a skew group algebra of a path algebra by obtaining formulas for the number of vertices and arrows of the new quiver Qb. We apply this algorithm to compute the basic algebra corresponding to all simple quaternion actions.</p
AbstractThe descent algebra Σ(W) is a subalgebra of the group algebra QW of a finite Coxeter group W...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractWe establish that there are a total of 48 distinct ordered sets of three 4×4 (skew-symmetric...
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...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
accepted by Journal of Algebra massive shortening and improvement of readability after referringWe c...
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...
For a quiver with potential (Q,W) with an action of a finite cyclic group G, we study the skew group...
Let R be the skew group algebra of a finite group acting on the path algebra of a quiver. This artic...
International audienceWe present an effective algorithm to compute the quiver of a finite dimensiona...
The descent algebra S(W) is a subalgebra of the group algebra of a finite Coxeter group W, which su...
Abstract. The descent algebra Σ(W) is a subalgebra of the group algebra QW of a finite Coxeter group...
AbstractThe descent algebra Σ(W) is a subalgebra of the group algebra QW of a finite Coxeter group W...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractWe establish that there are a total of 48 distinct ordered sets of three 4×4 (skew-symmetric...
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...
AbstractWe compute explicitly up to Morita-equivalence the skew group algebra of a finite group acti...
accepted by Journal of Algebra massive shortening and improvement of readability after referringWe c...
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...
For a quiver with potential (Q,W) with an action of a finite cyclic group G, we study the skew group...
Let R be the skew group algebra of a finite group acting on the path algebra of a quiver. This artic...
International audienceWe present an effective algorithm to compute the quiver of a finite dimensiona...
The descent algebra S(W) is a subalgebra of the group algebra of a finite Coxeter group W, which su...
Abstract. The descent algebra Σ(W) is a subalgebra of the group algebra QW of a finite Coxeter group...
AbstractThe descent algebra Σ(W) is a subalgebra of the group algebra QW of a finite Coxeter group W...
We will introduce the theory or partial actions of groups and their associated algebras. As an exam...
AbstractWe establish that there are a total of 48 distinct ordered sets of three 4×4 (skew-symmetric...