3 citations · 4 across the 10 of their papers we have counts for
12 papers
Homogeneous G-algebras II
R. Martinez-Villa, J. Mondragon
G-algebras, or Groebner bases algebras, were considered by Levandovsky, these algebras include very important families of algebras, like the Weyl algebras and the universal envelop…
Skew group algebras, invariants and Weyl Algebras
Roberto Martinez-Villa, Jeronimo Mondragon
The aim of this paper is two fold: First to study finite groups of automorphisms of the homogenized Weyl algebra , the skew group algebra , the ring of inva…
Dualities in Koszul graded AS Gorenstein algebras
Roberto Martinez-Villa
The paper is dedicated to the study of certain non commutative graded AS Gorenstein algebras . The main result of the paper is that for Koszul algebras with Yoneda algebra $…
Local Cohomology and non commutative Gorenstein algebras
Roberto Martinez-Villa
In this paper we continue the study of non connected graded Gorenstein algebras initiated in a previous paper, the main result is the proof of a version of the Local Cohomology for…
The homogenized enveloping Algebra of the Lie Algebra sl(2,C)
Roberto Martinez-Villa
In this paper we study the homogenized algebra of the enveloping algebra of the Lie algebra sl(2,C). We look first to connections between the category of graded left - m…
On the homogenized Weyl Algebra
Roberto Martinez-Villa, Jeronimo Mondragon
The aim of this paper is to give relations between the category of finetely generated graded modules over the homogeneized Weyl algebra , the finetely generated modules over…