Dor Mezer

activity

20192026

(GL_{n + 1}, GL_{n})

over a local field of positive characteristic

3 citations · 4 across the 4 of their papers we have counts for

collaborators

4 papers

math.RT2026

Towards the Relative Langlands Duality for Orthosymplectic Pairs

Dor Mezer

In this paper we prove a conjectured equivalence of categories, showing that the S-dual of $SO_{2 n} \times Sp_{2 n}$ acting on $\mathbb{C}_+^{2n}\otimes \mathbb{C}_…

math.RT2021

Multiplicity one theorem over characteristic 2

Dor Mezer

It is shown for all local fields $F$ which are of characteristic different from $2$ that any distribution on $G L_{n + 1} (F)$ which is invariant under conjugation by…

math.RT2020★ 1 cited

Multiplicity one theorems over positive characteristic

Dor Mezer

In [AGRS] a multiplicity one theorem is proven for general linear groups, orthogonal groups and unitary groups ( $G L, O,$ and $U$ ) over $p$ -adic local fields. That is to say that wh…

math.RT2019★ 3 cited

Multiplicity one theorem for $(GL_{n + 1}, GL_{n})$ over a local field of positive characteristic

Dor Mezer

Let $F$ be a non-archimedean local field of positive characteristic different from 2. We consider distributions on $GL (n + 1, F)$ which are invariant under…

Towards the Relative Langlands Duality for Orthosymplectic Pairs

Multiplicity one theorem over characteristic 2

Multiplicity one theorems over positive characteristic

Multiplicity one theorem for (GLn+1​,GLn​) over a local field of positive characteristic

Multiplicity one theorem for $(GL_{n + 1}, GL_{n})$ over a local field of positive characteristic