Ramon Nunes

activity

20212026

GL (n)

and simultaneous non-vanishing of central

L

-values

2 citations · 2 across the 4 of their papers we have counts for

collaborators

4 papers

math.NT2026

Regularized spectral expansion of a Rankin--Selberg period and moments

Jakub Dobrowolski, Subhajit Jana, Ramon Nunes

We establish a regularized spectral decomposition of the squared magnitude of a maximal degenerate Eisenstein series as a Schwartz distribution on $GL_{n}$ . Although the ori…

math.NT2024

Strong Hybrid Subconvexity for Twisted Selfdual $GL_{3}$ $L$ -Functions

Soumendra Ganguly, Peter Humphries, Yongxiao Lin +1

We prove strong hybrid subconvex bounds simultaneously in the $q$ and $t$ aspects for $L$ -functions of selfdual $GL_{3}$ cusp forms twisted by primitive Dirichlet characters…

math.NT2023

Moments of $L$ -functions via a relative trace formula

Subhajit Jana, Ramon Nunes

We prove an asymptotic formula for the second moment of the $GL (n) \times GL (n + 1)$ Rankin--Selberg central $L$ -values $L (1/2, Π \otimes π)$ , where $π$ is a fixed cuspi…

math.NT2021★ 2 cited

Spectral reciprocity for $GL (n)$ and simultaneous non-vanishing of central $L$ -values

Subhajit Jana, Ramon Nunes

Let $F$ be a totally real number field and $n \geq 3$ . Let $Π$ and $π$ be cuspidal automorphic representations for $PGL_{n + 1} (F)$ and $PGL_{n - 1} (F)$ , respectively,…

Regularized spectral expansion of a Rankin--Selberg period and moments

Strong Hybrid Subconvexity for Twisted Selfdual GL3​ L-Functions

Moments of L-functions via a relative trace formula

Spectral reciprocity for GL(n) and simultaneous non-vanishing of central L-values

Strong Hybrid Subconvexity for Twisted Selfdual $GL_{3}$ $L$ -Functions

Moments of $L$ -functions via a relative trace formula

Spectral reciprocity for $GL (n)$ and simultaneous non-vanishing of central $L$ -values