activity
20052026
most citedNotes on the arithmetic of Hilbert modular forms

33 citations · 120 across the 24 of their papers we have counts for

collaborators

24 papers

math.NT2026

Betti-Whittaker periods under duality: variations and applications

Giancarlo Castellano, Shih-Yu Chen, Nasit Darshan +1

One of the authors (Chen) had previously proved a result on the behavior of Betti-Whittaker periods under duality for cohomological cuspidal automorphic representations of ${\rm GL…

math.NT2022

Eisenstein Cohomology for GL(N) and the special values of Rankin-Selberg L-functions over a totally imaginary number field

A. Raghuram

Rationality results are proved for the ratios of critical values of Rankin-Selberg L-functions of GL(n) x GL(n') over a totally imaginary field F, by studying rank-one Eisenstein c…

math.NT2022

Notes on the arithmetic of Hecke L-functions

A. Raghuram

This is an expository article that concerns the various related notions of algebraic idele class characters, the Groessencharaktere of Hecke, and cohomological automorphic represen…

math.NT2021

An arithmetic property of intertwining operators for p-adic groups

A. Raghuram

If one proposes to use the theory of Eisenstein cohomology to prove algebraicity results for the special values of automorphic L-functions as in my work with Harder for Rankin-Selb…

math.NT2020★ 3 cited

Eisenstein cohomology for orthogonal groups and the special values of -functions for

Chandrasheel Bhagwat, A. Raghuram

For an even positive integer , we study rank-one Eisenstein cohomology of the split orthogonal group over a totally real number field This is used to prove…

math.NT2018★ 10 cited

-functions of -adic properties and non-vanishing of twists

Mladen Dimitrov, Fabian Januszewski, A. Raghuram

The principal aim of this article is to attach and study -adic -functions to cohomological cuspidal automorphic representations of over a totally real f…