AbstractWe show that through a point of an affine variety there always exists a smooth plane curve inside the ambient affine space, which has the multiplicity of intersection with the variety at least 3. This result has an application to the study of affine schemes
We study deformations of smooth rational curves on singular varieties. We define the multiplicity of...
We introduce a smooth projective variety T(d,n) which compactifies the space of configurations of it...
The configuration space $\mathcal{C}^n(X)$ of an algebraic curve $X$ is the algebraic variety consis...
AbstractWe show that through a point of an affine variety there always exists a smooth plane curve i...
AbstractWe compute the vector space T1 of first-order infinitesimal deformations for affine toric va...
In algebraic geometry, seemingly geometric problems can be solved using algebraic techniques. Some o...
AbstractThe tangential branch locus BX/Yt⊂BX/Y is the subset of points in the branch locus where the...
Let X ⊂ be a smooth variety. The embedding in gives naturally rise to the notion of embedded...
It is well known that irreducible algebraic plane curves having a singularity of maximum multiplici...
Let A be the local ring,at a singular point P, of an algebraic variety V ⊂ Ar+1 of multi-k tiplicity...
none3siUsing the Stückrad-Vogel self-intersection cycle of an irreducible and reduced curve in proje...
In this thesis, we study a conjecture made by D. McKinnon about rational approximations to rational ...
AbstractLet Dd,k denote the discriminant variety of degree d polynomials in one variable with at lea...
© 2016 Taylor & Francis.We compute the facets of the effective and movable cones of divisors on the ...
The paper extends to an algebraic variety V of any dimension previous results of the authors for cur...
We study deformations of smooth rational curves on singular varieties. We define the multiplicity of...
We introduce a smooth projective variety T(d,n) which compactifies the space of configurations of it...
The configuration space $\mathcal{C}^n(X)$ of an algebraic curve $X$ is the algebraic variety consis...
AbstractWe show that through a point of an affine variety there always exists a smooth plane curve i...
AbstractWe compute the vector space T1 of first-order infinitesimal deformations for affine toric va...
In algebraic geometry, seemingly geometric problems can be solved using algebraic techniques. Some o...
AbstractThe tangential branch locus BX/Yt⊂BX/Y is the subset of points in the branch locus where the...
Let X ⊂ be a smooth variety. The embedding in gives naturally rise to the notion of embedded...
It is well known that irreducible algebraic plane curves having a singularity of maximum multiplici...
Let A be the local ring,at a singular point P, of an algebraic variety V ⊂ Ar+1 of multi-k tiplicity...
none3siUsing the Stückrad-Vogel self-intersection cycle of an irreducible and reduced curve in proje...
In this thesis, we study a conjecture made by D. McKinnon about rational approximations to rational ...
AbstractLet Dd,k denote the discriminant variety of degree d polynomials in one variable with at lea...
© 2016 Taylor & Francis.We compute the facets of the effective and movable cones of divisors on the ...
The paper extends to an algebraic variety V of any dimension previous results of the authors for cur...
We study deformations of smooth rational curves on singular varieties. We define the multiplicity of...
We introduce a smooth projective variety T(d,n) which compactifies the space of configurations of it...
The configuration space $\mathcal{C}^n(X)$ of an algebraic curve $X$ is the algebraic variety consis...
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