In the first part of the paper we defined and studied a binary operation on the set of
irreducible components of Lusztig's nilpotent varieties of a quiver. For type $ A $ we …

On restriction of unitarizable representations of general linear groups and the non-generic
local Gan–Gross–Prasad conjectur Page 1 © 2021 European Mathematical Society Published …

We formalize some known categorical equivalences to give a rigorous treatment of smooth
representations of pp‐adic general linear groups, as ungraded modules over quiver Hecke …

Robinson–Schensted–Knuth correspondence in the representation theory of the general linear
group over a non-archimedean loca Page 1 REPRESENTATION THEORY An Electronic Journal …

In this paper, we introduce a notion of ladder representations for split odd special orthogonal
groups and symplectic groups over a non-archimedean local field of characteristic zero. This …

We prove a combinatorial rule for a complete decomposition, in terms of Langlands
parameters, for representations of p-adic GL n that appear as parabolic induction from a …

In this article we explore the interplay between two generalizations of the Whittaker model,
namely the Klyachko models and the degenerate Whittaker models, and two functorial …

Lapid and M\'{i} nguez gave a criterion of the irreducibility of the parabolic induction
$\sigma\times\pi $, where $\sigma $ is a ladder representation and $\pi $ is an arbitrary …

We prove a combinatorial rule for a complete decomposition, in terms of Langlands
parameters, for representations of p-adic $ GL_n $ that appear as parabolic induction from a …

On the Hecke-Algebraic Approach for General Linear Groups Over a p-Adic Field | SpringerLink
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