activity
20122026
most citedOn the local and global exterior square L-functions

5 citations · 7 across the 7 of their papers we have counts for

collaborators

7 papers

math.NT2026

On the exterior square -factors of

Ravi Raghunathan

Let be a generic representation of , where is a -adic field. We show using global methods that the -factors associated to the exterior s…

math.NT2024

Quotients of -functions: degrees and

Ravi Raghunathan

If and are the Dirichlet series attached to cuspidal automorphic representations and of and ${\rm GL}_{n-2}({\mathbb…

math.NT2021

On the absolute convergence of automorphic Dirichlet series

Ravi Raghunathan

Let be a Dirichlet series in the axiomatically defined class . The class is known to contain the…

math.NT2020

Beyond the extended Selberg class:

R. Balasubramanian, Ravi Raghunathan

We show that a class of Dirichlet series that is much larger than the extended Selberg class , and also contains the standard as well as t…

math.NT2020★ 2 cited

Beyond the extended Selberg class:

Ravi Raghunathan

We will introduce two new classes of Dirichlet series which are monoids under multiplication. The first class contains both the extended Selberg class $\mathscr…

math.NT2020

Relations between cusp forms sharing Hecke eigenvalues

Dipendra Prasad, Ravi Raghunathan

In this paper we consider the question of when the set of Hecke eigenvalues of a cusp form on is contained in the set of Hecke eigenvalues of a cusp form on …

math.NT2012★ 5 cited

On the local and global exterior square L-functions

Pramod Kumar Kewat, Ravi Raghunathan

We show that the local exterior square L-functions of GL_n constructed via the theory of integral representations by Jacquet and Shalika coincide with those constructed by the Lang…