Mohammed Saad Qadri

collaborators

3 papers

math.RT2026

An inductive Ext non-vanishing theorem for the $p$ -adic general linear group

Kei Yuen Chan, Mohammed Saad Qadri

We study some homological properties of the parabolic induction functor for the $p$ -adic general linear group. We obtain an embedding theorem of Ext-groups in the context of parabo…

math.RT2024

Non-tempered Ext Branching Laws for the $p$ -adic General Linear Group

Mohammed Saad Qadri

Let $F$ be a non-archimedean local field. Let $I ¨ _{1}$ and $I ¨ _{2}$ be irreducible Arthur type representations of $GL_{n} (F)$ and $GL_{n - 1} (F)$ respectively. We study E…

math.RT2024

On Higher Multiplicity upon Restriction from $GL (n)$ to $GL (n - 1)$

Mohammed Saad Qadri

Let $F$ be a non-archimedean local field. Let $I^$ be a principal series representation of $GL_{n} (F)$ induced from an irreducible cuspidal representation of a Levi subgroup…

An inductive Ext non-vanishing theorem for the p-adic general linear group

Non-tempered Ext Branching Laws for the p-adic General Linear Group

On Higher Multiplicity upon Restriction from GL(n) to GL(n−1)

An inductive Ext non-vanishing theorem for the $p$ -adic general linear group

Non-tempered Ext Branching Laws for the $p$ -adic General Linear Group

On Higher Multiplicity upon Restriction from $GL (n)$ to $GL (n - 1)$