DOIAbstract
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, and are shown to possess some unexpected properties
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, and are shown to possess some unexpected properties
AbstractInterlacing properties of the roots of the polynomials Pn(x) and Pn+1(x) and Pn(x) and Pn+2(...
By means of algebraic, analytical and majorization theories, and under the proper hypotheses, we est...
A long-standing theme in algebraic combinatorics is to study bases of the rings of symmetric functio...
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, ...
AbstractThe discriminants of certain polynomials related to Chebyshev polynomials factor into the pr...
arXiv reference : arXiv:1210.4697International audienceIn this paper, the discriminant scheme of hom...
This research centers on discriminants and how discriminants and their q-analogues relate to the roo...
Bernik V, Götze F, Kukso O. On the divisibility of the discriminant of an integral polynomial by pri...
International audienceIt is shown that the discriminant of the discriminant of a multivariate polyno...
It is shown that the discriminant of the discriminant of a multivariate polynomial has the same irre...
AbstractIt is shown that the discriminant of the discriminant of a multivariate polynomial has the s...
In this paper we describe the quadratic forms over any field k which admit a similarity with a given...
In this paper (as in previous ones) we identify and investigate polynomials p(n)((nu)) (x) featuring...
In this paper, we establish the generalised discriminant theorem governing uniqueness of symmetric p...
AbstractLet Dd,k denote the discriminant variety of degree d polynomials in one variable with at lea...
AbstractInterlacing properties of the roots of the polynomials Pn(x) and Pn+1(x) and Pn(x) and Pn+2(...
By means of algebraic, analytical and majorization theories, and under the proper hypotheses, we est...
A long-standing theme in algebraic combinatorics is to study bases of the rings of symmetric functio...
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, ...
AbstractThe discriminants of certain polynomials related to Chebyshev polynomials factor into the pr...
arXiv reference : arXiv:1210.4697International audienceIn this paper, the discriminant scheme of hom...
This research centers on discriminants and how discriminants and their q-analogues relate to the roo...
Bernik V, Götze F, Kukso O. On the divisibility of the discriminant of an integral polynomial by pri...
International audienceIt is shown that the discriminant of the discriminant of a multivariate polyno...
It is shown that the discriminant of the discriminant of a multivariate polynomial has the same irre...
AbstractIt is shown that the discriminant of the discriminant of a multivariate polynomial has the s...
In this paper we describe the quadratic forms over any field k which admit a similarity with a given...
In this paper (as in previous ones) we identify and investigate polynomials p(n)((nu)) (x) featuring...
In this paper, we establish the generalised discriminant theorem governing uniqueness of symmetric p...
AbstractLet Dd,k denote the discriminant variety of degree d polynomials in one variable with at lea...
AbstractInterlacing properties of the roots of the polynomials Pn(x) and Pn+1(x) and Pn(x) and Pn+2(...
By means of algebraic, analytical and majorization theories, and under the proper hypotheses, we est...
A long-standing theme in algebraic combinatorics is to study bases of the rings of symmetric functio...
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