Arghya Mondal

most citedNon-vanishing cohomology classes in uniform lattices of

SO (n, H)

and automorphic representations

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

collaborators

2 papers

math.GR2021

$n$ -Kazhdan groups and higher spectral expanders

Arghya Mondal

Let $Γ$ be a group of type $F_{n}$ and let $X$ be the $n$ skeleton of the universal cover of a $K (Γ, 1)$ simplicial complex with finite $n$ skeleton. We show that if $Γ$ is strongly $…

math.RT2016★ 2 cited

Non-vanishing cohomology classes in uniform lattices of $SO (n, H)$ and automorphic representations

Arghya Mondal, Parameswaran Sankaran

Let $X$ denote the non-compact globally Hermitian symmetric space of type $D I I I$ , namely, $SO (n, H) / U (n)$ . Let $Λ$ be a uniform torsionless lattice in $\text{…

n-Kazhdan groups and higher spectral expanders

Non-vanishing cohomology classes in uniform lattices of SO(n,H) and automorphic representations

$n$ -Kazhdan groups and higher spectral expanders

Non-vanishing cohomology classes in uniform lattices of $SO (n, H)$ and automorphic representations