Let Abe an affine domain of dimension nover an algebraically closed field kof characteristic 0. Let I⊂ A[T]be a local complete intersection ideal of height nsuch that I/I2 is generated by n elements. It is proved that there exists a projective A[T]module Pof rank nsuch that Iis a surjective image of P
AbstractThere is an algorithm which computes the minimal number of generators of the ideal of a redu...
For an arithmetically Cohen-Macaulay subscheme of projective space, there is a well-known bound for ...
In this article we study bases for projective monomial curves and the relationship between the basis...
Let A be a smooth affine domain of dimension d over an infinite perfect field k and let n be an inte...
Let C be an irreducible projective curve of degree d in P^n(K), where K is an algebraically closed...
AbstractWhen R is a complete local ring containing a field of characteristic zero, we show that any ...
AbstractLet A be a regular ring of dimension d (d≥3) containing an infinite field k. Let n be an int...
AbstractLet (R,M) be a regular local domain of dimension d⩾2 and let x1,…,xd be a regular system of ...
(1) Let R be an affine algebra over an algebraically closed field of characteristic 0 with dim(R) = ...
In this article we prove the following results: 1. A monic inversion principle on polynomial exten...
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
Let R be a regular local ring and let R[T] be a polynomial algebra in one variable over R. In this p...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
Let X be the blow up of the points of transverse intersection of plane curves P and Q. Let $F\sb{d,m...
In this note we give a criterion for a finitely generated projective module P of constant rank one o...
AbstractThere is an algorithm which computes the minimal number of generators of the ideal of a redu...
For an arithmetically Cohen-Macaulay subscheme of projective space, there is a well-known bound for ...
In this article we study bases for projective monomial curves and the relationship between the basis...
Let A be a smooth affine domain of dimension d over an infinite perfect field k and let n be an inte...
Let C be an irreducible projective curve of degree d in P^n(K), where K is an algebraically closed...
AbstractWhen R is a complete local ring containing a field of characteristic zero, we show that any ...
AbstractLet A be a regular ring of dimension d (d≥3) containing an infinite field k. Let n be an int...
AbstractLet (R,M) be a regular local domain of dimension d⩾2 and let x1,…,xd be a regular system of ...
(1) Let R be an affine algebra over an algebraically closed field of characteristic 0 with dim(R) = ...
In this article we prove the following results: 1. A monic inversion principle on polynomial exten...
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
Let R be a regular local ring and let R[T] be a polynomial algebra in one variable over R. In this p...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
Let X be the blow up of the points of transverse intersection of plane curves P and Q. Let $F\sb{d,m...
In this note we give a criterion for a finitely generated projective module P of constant rank one o...
AbstractThere is an algorithm which computes the minimal number of generators of the ideal of a redu...
For an arithmetically Cohen-Macaulay subscheme of projective space, there is a well-known bound for ...
In this article we study bases for projective monomial curves and the relationship between the basis...
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