Jennifer C. H. Wilson

DECOMPOSING INVERSION SETS OF PERMUTATIONS AND APPLICATIONS TO FACES OF THE LITTLEWOOD-RICHARDSON CONE

If

FIW-modules and stability criteria for representations of classical Weyl groups

\alpha \in S_n

Higher order representation stability and ordered configuration spaces of manifolds

α∈Sn is a permutation of

\(\text {FI}_{\mathcal {W}}\)-modules and constraints on classical Weyl group characters

\{1, 2,\ldots ,n\}

Convergence criteria for FIW-algebras and polynomial statistics on maximal tori in type B/C

{1,2,…,n}, the inversion set of