Add to ORKGDocument d'archive.International audienceWe describe the Hilbert functions of opposite big cells of Schubert varieties and their connections with combinatorics.On presente le calcul de fonctions de Hilbert de certaines varietes algebriques qui ont de remarquables proprites combinatoires: la fonction de Hilbert est un polynome
1. Hilbert problem as a paradigm The question on the maximal number (and position) of limit cycles o...
We consider algebraic varieties defined by the vanishing of all minors of a fixed size of a rectangu...
We consider linear error correcting codes associated to higher-dimensional projective varieties defi...
Document d'archive.International audienceWe describe the Hilbert functions of opposite big cells of ...
Hilbert functions developed from classical mathematical concepts. In algebraic geometry, the coeffic...
Given a point on a Schubert variety in an orthogonal Grassmannian, we compute the multiplicity, more...
In this article we explore some of the combinatorial consequences of recent results relating the iso...
In this thesis, we have given an exposition about Hilbert functions, Hilbert series and their combin...
An enumerative problem asks the following type of question; how many figures (lines, planes, conies,...
Schubert calculus refers to the calculus of enumerative geometry, which is the art of counting geome...
We give an explicit combinatorial description of the multiplicity as well as the Hilbert function of...
We give an explicit combinatorial description of the multiplicity as well as the Hilbert function of...
We state several new combinatorial formulas for the Schubert polynomials. They are generalizations o...
We study the Hilbert function of certain projective monomial curves. We determine which of our curve...
This book gives an introduction to the very active field of combinatorics of affine Schubert calculu...
1. Hilbert problem as a paradigm The question on the maximal number (and position) of limit cycles o...
We consider algebraic varieties defined by the vanishing of all minors of a fixed size of a rectangu...
We consider linear error correcting codes associated to higher-dimensional projective varieties defi...
Document d'archive.International audienceWe describe the Hilbert functions of opposite big cells of ...
Hilbert functions developed from classical mathematical concepts. In algebraic geometry, the coeffic...
Given a point on a Schubert variety in an orthogonal Grassmannian, we compute the multiplicity, more...
In this article we explore some of the combinatorial consequences of recent results relating the iso...
In this thesis, we have given an exposition about Hilbert functions, Hilbert series and their combin...
An enumerative problem asks the following type of question; how many figures (lines, planes, conies,...
Schubert calculus refers to the calculus of enumerative geometry, which is the art of counting geome...
We give an explicit combinatorial description of the multiplicity as well as the Hilbert function of...
We give an explicit combinatorial description of the multiplicity as well as the Hilbert function of...
We state several new combinatorial formulas for the Schubert polynomials. They are generalizations o...
We study the Hilbert function of certain projective monomial curves. We determine which of our curve...
This book gives an introduction to the very active field of combinatorics of affine Schubert calculu...
1. Hilbert problem as a paradigm The question on the maximal number (and position) of limit cycles o...
We consider algebraic varieties defined by the vanishing of all minors of a fixed size of a rectangu...
We consider linear error correcting codes associated to higher-dimensional projective varieties defi...