AbstractLet H be a Hecke algebra associated with a Coxeter system of type D, and let TL be the corresponding Temperley–Lieb quotient. The algebra TL admits a canonical basis, which facilitates the construction of irreducible representations. In this paper, we explain the relationship between the canonical basis of TL and the Kazhdan–Lusztig basis of H
We classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoiding Kazhd...
AbstractLet (W,S) be a finite Coxeter system and A:=Z[Γ] be the group algebra of a finitely generate...
AbstractFor extra-large Coxeter systems (m(s,r)>3), we construct a natural and explicit set of Soerg...
Abstract. Let H be a Hecke algebra associated with a Coxeter system of type D, and let TL be the cor...
AbstractWe classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoidi...
AbstractWe develop some applications of certain algebraic and combinatorial conditions on the elemen...
AbstractWe classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoidi...
AbstractLet (W,S) be a Weyl group and H its associated Hecke algebra. Let A=Z[u,u−1] be the Laurent ...
AbstractLet H be the Hecke algebra of a Coxeter system (W,S), where W is a Weyl group of type An, ov...
AbstractIn this paper we determine expression of Kazhdan–Lusztig basis elements Cw over the Hecke Al...
We establish the existence of an IC basis for the generalized Temperley--Lieb algebra associated to ...
We describe an algorithm for computing the $p$-canonical basis of the Hecke algebra, or one of its a...
AbstractLet g be a Lie algebra of type A, D, E with fixed Cartan subalgebra h, root system R and Wey...
We classify the "fully tight" simply laced Coxeter groups, that is, the ones whose iji-avoiding Kazh...
AbstractThis paper is a report on a computer check of some important positivity properties of the He...
We classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoiding Kazhd...
AbstractLet (W,S) be a finite Coxeter system and A:=Z[Γ] be the group algebra of a finitely generate...
AbstractFor extra-large Coxeter systems (m(s,r)>3), we construct a natural and explicit set of Soerg...
Abstract. Let H be a Hecke algebra associated with a Coxeter system of type D, and let TL be the cor...
AbstractWe classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoidi...
AbstractWe develop some applications of certain algebraic and combinatorial conditions on the elemen...
AbstractWe classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoidi...
AbstractLet (W,S) be a Weyl group and H its associated Hecke algebra. Let A=Z[u,u−1] be the Laurent ...
AbstractLet H be the Hecke algebra of a Coxeter system (W,S), where W is a Weyl group of type An, ov...
AbstractIn this paper we determine expression of Kazhdan–Lusztig basis elements Cw over the Hecke Al...
We establish the existence of an IC basis for the generalized Temperley--Lieb algebra associated to ...
We describe an algorithm for computing the $p$-canonical basis of the Hecke algebra, or one of its a...
AbstractLet g be a Lie algebra of type A, D, E with fixed Cartan subalgebra h, root system R and Wey...
We classify the "fully tight" simply laced Coxeter groups, that is, the ones whose iji-avoiding Kazh...
AbstractThis paper is a report on a computer check of some important positivity properties of the He...
We classify the “fully tight” simply laced Coxeter groups, that is, the ones whoseiji-avoiding Kazhd...
AbstractLet (W,S) be a finite Coxeter system and A:=Z[Γ] be the group algebra of a finitely generate...
AbstractFor extra-large Coxeter systems (m(s,r)>3), we construct a natural and explicit set of Soerg...
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