R. Raghunathan

activity

20202026

most citedBeyond the extended Selberg class:

d_{F} \leq 1

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

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math.NT2026

On the exterior square $ε$ -factors of $G L_{n}$

Ravi Raghunathan

Let $π$ be a generic representation of $GL_{r} (F)$ , where $F$ is a $p$ -adic field. We show using global methods that the $ε$ -factors associated to the exterior s…

math.NT2021

On the absolute convergence of automorphic Dirichlet series

Ravi Raghunathan

Let $F (s) = \sum_{n = 1}^{\infty} \frac{a _{n}}{n ^{s}}$ be a Dirichlet series in the axiomatically defined class $A^{#}$ . The class $A^{#}$ is known to contain the…

math.NT2020

Beyond the extended Selberg class: $1 < d_{F} < 2$

R. Balasubramanian, Ravi Raghunathan

We show that a class of Dirichlet series $A^{#}$ that is much larger than the extended Selberg class $S^{#}$ , and also contains the standard as well as t…

math.NT2020★ 2 cited

Beyond the extended Selberg class: $d_{F} \leq 1$

Ravi Raghunathan

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

On the exterior square ε-factors of GLn​

On the absolute convergence of automorphic Dirichlet series

Beyond the extended Selberg class: 1<dF​<2

Beyond the extended Selberg class: dF​≤1

On the exterior square $ε$ -factors of $G L_{n}$

Beyond the extended Selberg class: $1 < d_{F} < 2$

Beyond the extended Selberg class: $d_{F} \leq 1$