AbstractWe consider certain generalisation of the resultant of two polynomials in one variable. Using the Schur symmetricfunctions we describe the ideal of all polynomials in the coefficients of two equations, which vanish if these equations haver+1 roots in common, where r≥0. We discuss also related (classical)criterions giving the conditions when two equations have r+1 roots in common, where r≥0
This paper is a survey of what is known about the magnitude of coeffi-cients appearing in linear rel...
In this paper, we establish the generalised discriminant theorem governing uniqueness of symmetric p...
This article presents several different methods for solving the problem of how to find a certain rel...
AbstractWe consider certain generalisation of the resultant of two polynomials in one variable. Usin...
this paper a general transformation of polynomials, and show that the classical deep relationships b...
We are after a generator of the elimination ideal of an ideal generated bu two polynomials in two va...
In this lecture, we give precise necessary conditions for the vanishing of re-sultants. We have alre...
AbstractThis paper deals with some ideas of Bézout and his successors Poisson, Netto and Laurent for...
AbstractThe aim of this paper is to introduce two new elimination procedures for algebraic systems o...
Contribution à un ouvrage.This article gives an informal account of the theory, algorithms, software...
In this paper we study the equations of the elimination ideal associated with $n+1$ generic multihom...
This work is about theory of systems of polynomial equations. Its main purpose is to prove the Elimi...
Livre en chinois. Ouvrage (auteur).This book provides a systematic and uniform presentation of elimi...
AbstractThe last decade has witnessed the rebirth of resultant methods as a powerful computational t...
AbstractIn this paper, combined elimination techniques are applied to establish relations among cent...
This paper is a survey of what is known about the magnitude of coeffi-cients appearing in linear rel...
In this paper, we establish the generalised discriminant theorem governing uniqueness of symmetric p...
This article presents several different methods for solving the problem of how to find a certain rel...
AbstractWe consider certain generalisation of the resultant of two polynomials in one variable. Usin...
this paper a general transformation of polynomials, and show that the classical deep relationships b...
We are after a generator of the elimination ideal of an ideal generated bu two polynomials in two va...
In this lecture, we give precise necessary conditions for the vanishing of re-sultants. We have alre...
AbstractThis paper deals with some ideas of Bézout and his successors Poisson, Netto and Laurent for...
AbstractThe aim of this paper is to introduce two new elimination procedures for algebraic systems o...
Contribution à un ouvrage.This article gives an informal account of the theory, algorithms, software...
In this paper we study the equations of the elimination ideal associated with $n+1$ generic multihom...
This work is about theory of systems of polynomial equations. Its main purpose is to prove the Elimi...
Livre en chinois. Ouvrage (auteur).This book provides a systematic and uniform presentation of elimi...
AbstractThe last decade has witnessed the rebirth of resultant methods as a powerful computational t...
AbstractIn this paper, combined elimination techniques are applied to establish relations among cent...
This paper is a survey of what is known about the magnitude of coeffi-cients appearing in linear rel...
In this paper, we establish the generalised discriminant theorem governing uniqueness of symmetric p...
This article presents several different methods for solving the problem of how to find a certain rel...
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