activity
20072021
most citedBranching Rules for Supercuspidal Representations of SL_2(k)

8 citations · 16 across the 11 of their papers we have counts for

collaborators

11 papers

math.RT2021

Restricting admissible representations to fixed-point subgroups

Peter Latham, Monica Nevins

Given a -adic group equipped with an action of a finite group , and a reductive fixed-point subgroup , we establish a relationship b…

math.RT2019★ 2 cited

Typical representations via fixed point sets in Bruhat--Tits buildings

Peter Latham, Monica Nevins

For an essentially tame supercuspidal representation of a connected reductive -adic group , we establish two distinct and complementary sufficient conditions for the irre…

math.GR2018

Nilpotent orbits of orthogonal groups over -adic fields, and the DeBacker parametrization

Tobias Bernstein, Jia-Jun Ma, Monica Nevins +1

For local non-archimedean fields of sufficiently large residual characteristic, we explicitly parametrize and count the rational nilpotent adjoint orbits in each algebraic orbi…

math.RT2018★ 1 cited

On the unicity of types for tame toral supercuspidal representations

Peter Latham, Monica Nevins

For tame arbitrary-length toral, also called positive regular, supercuspidal representations of a simply connected and semisimple -adic group , constructed as per Adler-Yu, w…

math.RT2014

Restricting Toral Supercuspidal Representations to the Derived Group, and Applications

Monica Nevins

We determine the decomposition of the restriction of a length-one toral supercuspidal representation of a connected reductive group to the algebraic derived subgroup, in terms of p…

math.RT2013

On Branching Rules of Depth-Zero Representations

Monica Nevins

Using Bruhat-Tits theory, we analyse the restriction of depth-zero representations of a semisimple simply connected -adic group to a maximal compact subgroup . We prove t…