Arghya Mondal

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20152025

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math.RT2025

Asymptotic Schur orthogonality relations for Heisenberg groups over local fields

Malay Mandal, Arghya Mondal

Asymptotic Schur orthogonality relations are for irreducible unitary representations of locally compact groups that need not be discrete series, where $L^{2}$ pairing of matrix coeff…

math.RT2018

$A_{q}$ -components of geometric classes in compact Hermitian locally symmetric spaces

Arghya Mondal

Let $Γ\ G / K$ be a compact Hermitian locally symmetric space, where $G$ is simple. We study the components of a de Rham cohomology class of $Γ\ G / K$ , with respect…

math.RT2017

Geometric cycles in compact locally Hermitian symmetric spaces and automorphic representations

Arghya Mondal, Parameswaran Sankaran

Let $G$ be a linear connected non-compact real simple Lie group and let $K \subset G$ be a maximal compact subgroup of $G$ . Suppose that the centre of $K$ isomorphic to $\mathbb{S}^…

Asymptotic Schur orthogonality relations for Heisenberg groups over local fields

Aq​-components of geometric classes in compact Hermitian locally symmetric spaces

Geometric cycles in compact locally Hermitian symmetric spaces and automorphic representations

$A_{q}$ -components of geometric classes in compact Hermitian locally symmetric spaces