DOIAbstract
AbstractWe provide an algorithmic method for constructing projective resolutions of modules over quotients of path algebras. This algorithm is modified to construct minimal projective resolutions of linear modules over Koszul algebras
AbstractWe provide an algorithmic method for constructing projective resolutions of modules over quotients of path algebras. This algorithm is modified to construct minimal projective resolutions of linear modules over Koszul algebras
AbstractA method is described for constructing the minimal projective resolution of an algebra consi...
AbstractProjective resolutions of modules over a ringRare constructed starting from appropriate proj...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
We provide an algorithmic method for constructing projective resolutions of modules over quotients o...
Abstract. In this paper we show that if = qi0i is a Koszul algebra with 0 isomorphic to a product ...
AbstractA method is described for constructing the minimal projective resolution of an algebra consi...
Neste trabalho estudamos algumas características das álgebras de Koszul, como por exemplo, a maneira...
Neste trabalho estudamos algumas características das álgebras de Koszul, como por exemplo, a maneira...
Abstract. Projective resolutions of modules over a ring R are constructed starting from appropriate ...
http://arXiv.org/abs/math.RA/0508177 v1 10 Aug 2005Let = kQ/I be a Koszul algebra over a field k, ...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
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...
Let k be a field, and A be a polynomial algebra over k. Let I ⊆ A be an ideal. We present a novel me...
AbstractA method is described for constructing the minimal projective resolution of an algebra consi...
AbstractProjective resolutions of modules over a ringRare constructed starting from appropriate proj...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
We provide an algorithmic method for constructing projective resolutions of modules over quotients o...
Abstract. In this paper we show that if = qi0i is a Koszul algebra with 0 isomorphic to a product ...
AbstractA method is described for constructing the minimal projective resolution of an algebra consi...
Neste trabalho estudamos algumas características das álgebras de Koszul, como por exemplo, a maneira...
Neste trabalho estudamos algumas características das álgebras de Koszul, como por exemplo, a maneira...
Abstract. Projective resolutions of modules over a ring R are constructed starting from appropriate ...
http://arXiv.org/abs/math.RA/0508177 v1 10 Aug 2005Let = kQ/I be a Koszul algebra over a field k, ...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
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...
Let k be a field, and A be a polynomial algebra over k. Let I ⊆ A be an ideal. We present a novel me...
AbstractA method is described for constructing the minimal projective resolution of an algebra consi...
AbstractProjective resolutions of modules over a ringRare constructed starting from appropriate proj...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
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