S. Mundy

most citedMultiplicity of Eisenstein series in cohomology and applications to

GS p_{4}

and

G_{2}

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2026

Degeneration of monodromy in the theory of Eisenstein congruences for classical groups

Sam Mundy

We give a new Hecke-theoretic method to control the growth of monodromy in $p$ -adic families of automorphic Galois representations for unitary groups and quasisplit classical group…

math.NT2026

A vanishing theorem for residual Eisenstein cohomology

Sam Mundy

We study the residual Eisenstein cohomology of semisimple groups in the context of maximal parabolic subgroups which remain maximal over $R$ . Under certain general hypothe…

math.NT2020★ 1 cited

Multiplicity of Eisenstein series in cohomology and applications to $GS p_{4}$ and $G_{2}$

Sam Mundy

We set up a general framework to compute the exact multiplicity with which certain automorphic representations appear in both the cuspidal and Eisenstein cohomology of locally symm…

Degeneration of monodromy in the theory of Eisenstein congruences for classical groups

A vanishing theorem for residual Eisenstein cohomology

Multiplicity of Eisenstein series in cohomology and applications to GSp4​ and G2​

Multiplicity of Eisenstein series in cohomology and applications to $GS p_{4}$ and $G_{2}$