Tesis doctoral inédita leída en la Universidad Autónoma de Madrid, Facultad de Ciencias, Departamento de Matemáticas. Fecha de lectura: 19-01-201
AbstractThis paper presents two efficient computational techniques in algebraic geometry. The first ...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
Producción CientíficaThe Nash multiplicity sequence was defined by M. Lejeune-Jalabert as a non-incr...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
In these notes, we study properties of the multiplicity at points of avariety X over a perfect field...
Producción CientíficaWhen X is a d-dimensional variety defined over a field k of characteristic zero...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
AbstractWe introduce an upper semi-continuous function that stratifies the highest multiplicity locu...
Over the last few decades, multiplier ideals and their associated jumping numbers have become an imp...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
AbstractThis paper presents two efficient computational techniques in algebraic geometry. The first ...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
Producción CientíficaThe Nash multiplicity sequence was defined by M. Lejeune-Jalabert as a non-incr...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
The Nash multiplicity sequence was defined by Lejeune-Jalabert as a non-increasing sequence of integ...
In these notes, we study properties of the multiplicity at points of avariety X over a perfect field...
Producción CientíficaWhen X is a d-dimensional variety defined over a field k of characteristic zero...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
When X is a d-dimensional variety defined over a field k of characteristic zero, a constructive resolu...
AbstractWe introduce an upper semi-continuous function that stratifies the highest multiplicity locu...
Over the last few decades, multiplier ideals and their associated jumping numbers have become an imp...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
AbstractThis paper presents two efficient computational techniques in algebraic geometry. The first ...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...
We study contact loci sets of arcs and the behavior of Hironaka’s order function defined in construc...