Add to ORKGt-koszul algebra was first introduced by Roland Berger as a generalization of koszul algebras [Ber]. It plays an important role in noncommutative geometry. 0,1-generated Artin-Schelter regular algebras of global dimension 3 give an important class of t-Koszul algebras. Pu Zhang and the coauthors generalized this kind of algebras to the non-connected case, se
Abstract. This is a self-contained and elementary survey of some well-known material on connected an...
This work was started as an attempt to apply theory from noncommutative graded algebra to questions ...
AbstractGreen and Marcos (2005) [2] call a graded k-algebra δ-Koszul if the corresponding Yoneda alg...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
In this paper we study N-koszul algebras which were introduced by R. Berger. We show that when n ≥ 3...
Abstract. We prove the simple fact that the factor ring of a Koszul algebra by a regular, normal, qu...
Abstract. This is a joint work with Victor Ginzburg [4] in which we study a class of associative alg...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
University of Minnesota Ph.D. dissertation. August 2012. Major: Mathematics. Advisor: Liping Li. 1 c...
A new connection between combinatorics and noncommutative algebra is established by relating a certa...
In this article we introduce the notion of multi-Koszul algebra for the case of a nonnegatively grad...
noncommutative algebra; noncommutative algebraic geometry; Koszul algebras and theirResearch Interes...
Quadratic algebras, i.e., algebras defined by quadratic relations, often occur in various areas of m...
We generalise Koszul and D-Koszul algebras by introducing a class of graded algebras called (D, A)-s...
The aim of this short paper is to study the relationships among Koszul algebras, d-Koszul algebras, ...
Abstract. This is a self-contained and elementary survey of some well-known material on connected an...
This work was started as an attempt to apply theory from noncommutative graded algebra to questions ...
AbstractGreen and Marcos (2005) [2] call a graded k-algebra δ-Koszul if the corresponding Yoneda alg...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
In this paper we study N-koszul algebras which were introduced by R. Berger. We show that when n ≥ 3...
Abstract. We prove the simple fact that the factor ring of a Koszul algebra by a regular, normal, qu...
Abstract. This is a joint work with Victor Ginzburg [4] in which we study a class of associative alg...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
University of Minnesota Ph.D. dissertation. August 2012. Major: Mathematics. Advisor: Liping Li. 1 c...
A new connection between combinatorics and noncommutative algebra is established by relating a certa...
In this article we introduce the notion of multi-Koszul algebra for the case of a nonnegatively grad...
noncommutative algebra; noncommutative algebraic geometry; Koszul algebras and theirResearch Interes...
Quadratic algebras, i.e., algebras defined by quadratic relations, often occur in various areas of m...
We generalise Koszul and D-Koszul algebras by introducing a class of graded algebras called (D, A)-s...
The aim of this short paper is to study the relationships among Koszul algebras, d-Koszul algebras, ...
Abstract. This is a self-contained and elementary survey of some well-known material on connected an...
This work was started as an attempt to apply theory from noncommutative graded algebra to questions ...
AbstractGreen and Marcos (2005) [2] call a graded k-algebra δ-Koszul if the corresponding Yoneda alg...