11 citations · 13 across the 3 of their papers we have counts for
3 papers
math.RA2005★ 2 cited
Symplectic reflection algebras and non-homogeneous N-Koszul property
Roland Berger, Victor Ginzburg
From symplectic reflection algebras, some algebras are naturally introduced. We show that these algebras are non-homogeneous N-Koszul algebras, through a PBW theorem.
math.QA2003
Koszul and Gorenstein properties for homogeneous algebras
Roland Berger, Nicolas Marconnet
Koszul property was generalized to homogeneous algebras of degree N>2 in [5], and related to N-complexes in [7]. We show that if the N-homogeneous algebra A is generalized Koszul,…
math.QA2003★ 11 cited
Koszulity for nonquadratic algebras II
Roland Berger
It has been shown recently, in a joint work with Michel Dubois-Violette and Marc Wambst (see math.QA/0203035), that Koszul property of -homogeneous algebras (as defined in the o…