AbstractIn this paper we study the finite generation of Ext-algebras of a class of algebras called δ-resolution determined algebras. We characterize the δ-resolution determined algebras which are monomial algebras. If Λ is a graded algebra such that the associated monomial algebra is δ-resolution determined, we classify when the Ext-algebra of Λ is finitely generated
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
Koszul algebras, introduced by Priddy, are positively graded K-algebras R whose residue fieldK has a...
AbstractIn this paper we study the finite generation of Ext-algebras of a class of algebras called δ...
We generalise Koszul and D-Koszul algebras by introducing a class of graded algebras called (D, A)-s...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
We study finite dimensional Koszul algebras and their generalisations including d-Koszul algebras an...
In this paper we study N-koszul algebras which were introduced by R. Berger. We show that when n ≥ 3...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
AbstractGreen and Marcos (2005) [2] call a graded k-algebra δ-Koszul if the corresponding Yoneda alg...
The relationship between an algebra and its associated monomial algebra is investigated when at leas...
The relationship between an algebra and its associated monomial algebra is investigated when at leas...
Condition (Fg) was introduced in [6] to ensure that the theory of support varieties of a finite dime...
I construct a Koszul algebra A and a finitely generated graded A-module M that together form a count...
A Koszul algebra R is a \u2115-graded K-algebra whose residue field K has a linear free resolution a...
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
Koszul algebras, introduced by Priddy, are positively graded K-algebras R whose residue fieldK has a...
AbstractIn this paper we study the finite generation of Ext-algebras of a class of algebras called δ...
We generalise Koszul and D-Koszul algebras by introducing a class of graded algebras called (D, A)-s...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
We study finite dimensional Koszul algebras and their generalisations including d-Koszul algebras an...
In this paper we study N-koszul algebras which were introduced by R. Berger. We show that when n ≥ 3...
AbstractIn this paper we study d-Koszul algebras which were introduced by Berger. We show that when ...
AbstractGreen and Marcos (2005) [2] call a graded k-algebra δ-Koszul if the corresponding Yoneda alg...
The relationship between an algebra and its associated monomial algebra is investigated when at leas...
The relationship between an algebra and its associated monomial algebra is investigated when at leas...
Condition (Fg) was introduced in [6] to ensure that the theory of support varieties of a finite dime...
I construct a Koszul algebra A and a finitely generated graded A-module M that together form a count...
A Koszul algebra R is a \u2115-graded K-algebra whose residue field K has a linear free resolution a...
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
AbstractGröbner bases and minimal graded projective resolutions of the trivial module over the strai...
Koszul algebras, introduced by Priddy, are positively graded K-algebras R whose residue fieldK has a...
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