Eloise Little

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20222025

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math.RT2024

The asymptotic Plancherel formula and Lusztig's asymptotic algebra for $A ~_{n}$

Nathan Chapelier-Laget, Jérémie Guilhot, Eloise Little +1

The aim of this paper is to give a new explicit construction of Lusztig's asymptotic algebra in affine type $A$ . To do so, we construct a balanced system of cell modules,…

math.RT2022

On $J$ -folded alcove paths and combinatorial representations of affine Hecke algebras

Jérémie Guilhot, Eloise Little, James Parkinson

We introduce the combinatorial model of $J$ -folded alcove paths in an affine Weyl group and construct representations of affine Hecke algebras using this model. We study boundednes…

The asymptotic Plancherel formula and Lusztig's asymptotic algebra for A~n​

On J-folded alcove paths and combinatorial representations of affine Hecke algebras

The asymptotic Plancherel formula and Lusztig's asymptotic algebra for $A ~_{n}$

On $J$ -folded alcove paths and combinatorial representations of affine Hecke algebras