activity
20142026
most citedOn Weierstrass mock modular forms and a dimension formula for certain vertex operator algebras

4 citations · 9 across the 11 of their papers we have counts for

collaborators

15 papers

math.NT2026

Atkin--Lehner Quotients of Modular Curves at Primes of Bad Reduction

Lea Beneish, Boya Wen

Let be a square-free, positive integer and let be a prime dividing . In this work, we construct semistable models of Atkin--Lehner quotients of over the Wi…

math.NT2025

Degrees of points on irreducible hypersurfaces

Lea Beneish, Andrew Granville

We study the set of such that a given irreducible hypersurface of degree has infinitely many points of degree over . We give a new explicit proof that t…

math.NT2025

Effective Bertini theorems and zeros of -adic forms of degrees 7 and 11

Lea Beneish, Christopher Keyes

We establish an effective Bertini-type theorem for hypersurfaces defined over a finite field for which has no linear factors over the algebraic closure $…

math.NT2024

How often does a cubic hypersurface have a rational point?

Lea Beneish, Christopher Keyes

A cubic hypersurface in defined over is given by the vanishing locus of a cubic form in variables. It is conjectured that when , suc…

math.NT2023

Replicable functions arising from code-lattice VOAs fixed by automorphisms

Lea Beneish, Jennifer Berg, Eva Goedhart +3

We ascertain properties of the algebraic structures in towers of codes, lattices, and vertex operator algebras (VOAs) by studying the associated subobjects fixed by lifts of code a…

math.NT2022

Generalized Ramanujan-Sato Series Arising from Modular Forms

Angelica Babei, Lea Beneish, Manami Roy +3

Motivated by work of Chan, Chan, and Liu, we obtain a new general theorem which produces Ramanujan-Sato series for . We then use it to construct explicit examples related to n…