AbstractWe construct reflection functors on categories of modules over deformed wreath products of the preprojective algebra of a quiver. These functors give equivalences of categories associated to generic parameters which are in the same orbit under the Weyl group action. We give applications to the representation theory of symplectic reflection algebras of wreath product groups
This is an exposition on the representation theory of wreath products of finite groups, with many ex...
AbstractIn [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370–393...
In [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370--393] it is...
AbstractWe construct reflection functors on categories of modules over deformed wreath products of t...
AbstractWe determine the PBW deformations of the wreath product of a symmetric group with a deformed...
We give an equivalence of triangulated categories between the derived category of finitely generated...
We give an equivalence of triangulated categories between the derived category of finitely generated...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2008.This electronic v...
AbstractThis paper concerns preprojective representations of a finite connected valued quiver withou...
AbstractFor an arbitrary commutative ring k and t∈k, we construct a 2-functor St which sends a tenso...
This paper concerns preprojective representations of a finite connected valued quiver without orient...
Ringel CM. Reflection functors for hereditary algebras. Journal of the London Mathematical Society :...
AbstractThis paper concerns preprojective representations of a finite connected valued quiver withou...
corrected typosInternational audienceWe give a new proof and an improvement of two Theorems of J. Al...
corrected typosInternational audienceWe give a new proof and an improvement of two Theorems of J. Al...
This is an exposition on the representation theory of wreath products of finite groups, with many ex...
AbstractIn [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370–393...
In [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370--393] it is...
AbstractWe construct reflection functors on categories of modules over deformed wreath products of t...
AbstractWe determine the PBW deformations of the wreath product of a symmetric group with a deformed...
We give an equivalence of triangulated categories between the derived category of finitely generated...
We give an equivalence of triangulated categories between the derived category of finitely generated...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2008.This electronic v...
AbstractThis paper concerns preprojective representations of a finite connected valued quiver withou...
AbstractFor an arbitrary commutative ring k and t∈k, we construct a 2-functor St which sends a tenso...
This paper concerns preprojective representations of a finite connected valued quiver without orient...
Ringel CM. Reflection functors for hereditary algebras. Journal of the London Mathematical Society :...
AbstractThis paper concerns preprojective representations of a finite connected valued quiver withou...
corrected typosInternational audienceWe give a new proof and an improvement of two Theorems of J. Al...
corrected typosInternational audienceWe give a new proof and an improvement of two Theorems of J. Al...
This is an exposition on the representation theory of wreath products of finite groups, with many ex...
AbstractIn [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370–393...
In [F. Caselli, Involutory reflection groups and their models, J. Algebra 24 (2010), 370--393] it is...
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