Add to ORKGInternational audienceWe investigate the link between rectangular Jack polynomials and Hankel hyperdeterminants. As an application we give an expression of the even power of the Vandermonde in term of Jack polynomials
We study Jack characters, which are the coefficients of the power-sum expansion of Jack symmetric fu...
25 pages, 2 figuresThe clustering properties of Jack polynomials are relevant in the theoretical stu...
This article is devoted to the computation of Jack connection coeffi-cients, a generalization of the...
AbstractWe investigate the link between rectangular Jack polynomials and Hankel hyperdeterminants. A...
International audienceWe investigate the link between rectangular Jack polynomials and Hankel hyperd...
AbstractWe derive a Jacobi–Trudi type formula for Jack functions of rectangular shapes. In this form...
AbstractAn explicit computation is made for a Laplace–Beltrami type operator for Jack polynomials. A...
ABSTRACT. Abstract. We consider a deformation of Kerov character polynomials, linked to Jack symmetr...
We investigate the simplest class of hyperdeterminants de ned by Cayley in the case of Hankel hyperm...
Jack polynomials generalize several classical families of symmetric polynomials, including Schur pol...
Jack polynomials are useful in mathematical statistics, but they are awkward to calculate, and their...
International audienceThe decomposition of the Laughlin wave function in the Slater orthogonal basis...
17 pagesInternational audienceIn this paper we shall survey the various methods of evaluating Hankel...
International audienceThe Hankel determinants of a given power series f can be evaluated by using th...
The Vandermonde determinant plays a crucial role in the quantum Hall effect via Laughlin's wavefunct...
We study Jack characters, which are the coefficients of the power-sum expansion of Jack symmetric fu...
25 pages, 2 figuresThe clustering properties of Jack polynomials are relevant in the theoretical stu...
This article is devoted to the computation of Jack connection coeffi-cients, a generalization of the...
AbstractWe investigate the link between rectangular Jack polynomials and Hankel hyperdeterminants. A...
International audienceWe investigate the link between rectangular Jack polynomials and Hankel hyperd...
AbstractWe derive a Jacobi–Trudi type formula for Jack functions of rectangular shapes. In this form...
AbstractAn explicit computation is made for a Laplace–Beltrami type operator for Jack polynomials. A...
ABSTRACT. Abstract. We consider a deformation of Kerov character polynomials, linked to Jack symmetr...
We investigate the simplest class of hyperdeterminants de ned by Cayley in the case of Hankel hyperm...
Jack polynomials generalize several classical families of symmetric polynomials, including Schur pol...
Jack polynomials are useful in mathematical statistics, but they are awkward to calculate, and their...
International audienceThe decomposition of the Laughlin wave function in the Slater orthogonal basis...
17 pagesInternational audienceIn this paper we shall survey the various methods of evaluating Hankel...
International audienceThe Hankel determinants of a given power series f can be evaluated by using th...
The Vandermonde determinant plays a crucial role in the quantum Hall effect via Laughlin's wavefunct...
We study Jack characters, which are the coefficients of the power-sum expansion of Jack symmetric fu...
25 pages, 2 figuresThe clustering properties of Jack polynomials are relevant in the theoretical stu...
This article is devoted to the computation of Jack connection coeffi-cients, a generalization of the...