Add to ORKG0.1. Introduction. This billet should be regarded as a footnote to [GL]. We observe that Hall-Littlewood polynomials encode motivic Euler characteristics of inter-sections in the affine Grassmanian. Consequently, some coarse Hodge theoretic information is contained in them. The reader should view this as an exercise in semantics. After all, Hall-Littlewoo
We study the Gaussent-Littelmann formula for Hall-Littlewood polynomials and we develop combinatoria...
AbstractWe present a polynomiality property of the Littlewood–Richardson coefficients cλμν. The coef...
Abstract. We investigate combinatorial properties of a graph polynomial indexed by half-edges of a g...
We propose a new formulation of Hall polynomials in terms of honeycombs, which were previously intro...
Dedicated to Adriano GarsiaUsing the action of the Yang-Baxter elements of the Hecke algebra on poly...
1. Euler characteristic and Hodge-Deligne polynomial of complex algebraic varieties 1 1.1. Euler cha...
We give a new description of the Pieri rule for $k$-Schur functions using the Bruhat order on the af...
International audienceWe give a new description of the Pieri rule for $k$-Schur functions using the ...
Abstract. We study the Gaussent-Littelmann formula for Hall-Littlewood polynomials and we develop co...
AbstractWe introduce a family of rings of symmetric functions depending on an infinite sequence of p...
AbstractIn this paper, we recover the characteristic polynomial of an arrangement of hyperplanes by ...
J. F. van Diejen. Instituto de Matemática y Física, Universidad de Talca, Casilla 747 Talca, ChileWe...
AbstractThe hive model is used to show that the saturation of any essential Horn inequality leads to...
Abstract. We establish a positive geometric rule for computing the structure constants of the cohomo...
Abstract. We establish a positive geometric rule for computing the structure constants of the cohomo...
We study the Gaussent-Littelmann formula for Hall-Littlewood polynomials and we develop combinatoria...
AbstractWe present a polynomiality property of the Littlewood–Richardson coefficients cλμν. The coef...
Abstract. We investigate combinatorial properties of a graph polynomial indexed by half-edges of a g...
We propose a new formulation of Hall polynomials in terms of honeycombs, which were previously intro...
Dedicated to Adriano GarsiaUsing the action of the Yang-Baxter elements of the Hecke algebra on poly...
1. Euler characteristic and Hodge-Deligne polynomial of complex algebraic varieties 1 1.1. Euler cha...
We give a new description of the Pieri rule for $k$-Schur functions using the Bruhat order on the af...
International audienceWe give a new description of the Pieri rule for $k$-Schur functions using the ...
Abstract. We study the Gaussent-Littelmann formula for Hall-Littlewood polynomials and we develop co...
AbstractWe introduce a family of rings of symmetric functions depending on an infinite sequence of p...
AbstractIn this paper, we recover the characteristic polynomial of an arrangement of hyperplanes by ...
J. F. van Diejen. Instituto de Matemática y Física, Universidad de Talca, Casilla 747 Talca, ChileWe...
AbstractThe hive model is used to show that the saturation of any essential Horn inequality leads to...
Abstract. We establish a positive geometric rule for computing the structure constants of the cohomo...
Abstract. We establish a positive geometric rule for computing the structure constants of the cohomo...
We study the Gaussent-Littelmann formula for Hall-Littlewood polynomials and we develop combinatoria...
AbstractWe present a polynomiality property of the Littlewood–Richardson coefficients cλμν. The coef...
Abstract. We investigate combinatorial properties of a graph polynomial indexed by half-edges of a g...