activity
20122022
most citedLarge Fourier coefficients of half-integer weight modular forms

6 citations · 8 across the 7 of their papers we have counts for

collaborators

11 papers

math.NT20221 cited

On an extension of a question of Baker

Sanoli Gun, Neelam Kandhil

It is an open question of Baker whether the numbers for non-trivial Dirichlet characters with period are linearly independent over . The best known re…

math.NT20221 cited

On linear independence of Dirichlet values

Sanoli Gun, Neelam Kandhil, Patrice Philippon

The study of linear independence of for a fixed integer and varying depends critically on the parity of vis-à-vis . This has been investigated by a numbe…

math.NT2022

Representing ideal classes of ray class groups by product of prime ideals of small size

J. -M. Deshouillers, S. Gun, O. Ramaré +1

We prove that, for every modulus , every class of the narrow ray class group of an arbitrary number field contains a produ…

math.NT20206 cited

Large Fourier coefficients of half-integer weight modular forms

S. Gun, W. Kohnen, K. Soundararajan

This article is concerned with the Fourier coefficients of cusp forms (not necessarily eigenforms) of half-integer weight lying in the plus space. We give a soft proof that there a…

math.NT2020

Critical points of Eisenstein series

Sanoli Gun, Joseph Oesterlé

For any even integer , let $\E_k$ be the normalized Eisenstein series of weight for $\SL_2(\Z)$. Also let $\D$ be the closure of the standard fundamental domain of the…

math.NT2020

On the local structure of the set of values of Euler's function

Jean-Marc Deshouillers, Pramod Eyyunni, Sanoli Gun

Assuming the validity of Dickson's conjecture, we show that the set of values of the Euler's totient function contains arbitrarily large arithmetic progressions w…