Add to ORKGThe classic presentation of a universal method for the resolution of a class of singularities in algebraic geometry
Suppose that R is an excellent, normal local ring of dimension 2, with maximal ideal m. Let f: X → s...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
Este trabalho trata da uniformização local, que é um passo do método de Zariski para provar resoluçã...
• Hermitian symmetric manifolds (HSMs) and their decomposition into eu-clidean, compact and non-comp...
ABSTRACT. This is a survey paper about moduli spaces that have a natural struc-ture of a (possibly i...
Recall that algebraic geometry is the study of objects which are or locally re-semble solution sets ...
It is a classical question in algebraic geometry to understand what are the constraints imposed on t...
This book is an introduction to singularities for graduate students and researchers. It is said that...
Abstract. We prove a local theorem on simultaneous resolution of singularities, which is valid in al...
AbstractThe philosophy of this article is that the desingularization invariant together with natural...
The courses are Triviality, Tangency, Transversality, Symmetry, Simplicity, Singularity. These chara...
AbstractWe construct a smooth symmetric compactification of the space of all labeled tetrahedra in P...
We use group representation theory to obtain complete transversals of singularities of vector fields...
AbstractIn dimension 3, the desingularization problem is reduced to local uniformization on Artin–Sc...
In this talk we will review the definition of local polar variety of a germ of singularity $(X,x)$ a...
Suppose that R is an excellent, normal local ring of dimension 2, with maximal ideal m. Let f: X → s...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
Este trabalho trata da uniformização local, que é um passo do método de Zariski para provar resoluçã...
• Hermitian symmetric manifolds (HSMs) and their decomposition into eu-clidean, compact and non-comp...
ABSTRACT. This is a survey paper about moduli spaces that have a natural struc-ture of a (possibly i...
Recall that algebraic geometry is the study of objects which are or locally re-semble solution sets ...
It is a classical question in algebraic geometry to understand what are the constraints imposed on t...
This book is an introduction to singularities for graduate students and researchers. It is said that...
Abstract. We prove a local theorem on simultaneous resolution of singularities, which is valid in al...
AbstractThe philosophy of this article is that the desingularization invariant together with natural...
The courses are Triviality, Tangency, Transversality, Symmetry, Simplicity, Singularity. These chara...
AbstractWe construct a smooth symmetric compactification of the space of all labeled tetrahedra in P...
We use group representation theory to obtain complete transversals of singularities of vector fields...
AbstractIn dimension 3, the desingularization problem is reduced to local uniformization on Artin–Sc...
In this talk we will review the definition of local polar variety of a germ of singularity $(X,x)$ a...
Suppose that R is an excellent, normal local ring of dimension 2, with maximal ideal m. Let f: X → s...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
Este trabalho trata da uniformização local, que é um passo do método de Zariski para provar resoluçã...