activity
20182024
most citedp-Adic distribution of CM points and Hecke orbits. II: Linnik equidistribution on the supersingular locus

6 citations · 6 across the 4 of their papers we have counts for

collaborators

7 papers

math.NT2024

Special values of Green's functions on hyperbolic -space

Sebastián Herrero, Özlem Imamoglu, Anna-Maria von Pippich +1

Gross, Kohnen and Zagier proved an averaged version of the algebraicity conjecture for special values of higher Green's functions on modular curves. In this work, we study an analo…

math.DS2021

On two notions of expansiveness for continuous semiflows

Sebastián Herrero, Nelda Jaque

We study two notions of expansiveness for continuous semiflows: expansiveness in the sense of Alves, Carvalho and Siqueira (2017), and an adaptation of positive expansiveness in th…

math.NT20216 cited

p-Adic distribution of CM points and Hecke orbits. II: Linnik equidistribution on the supersingular locus

Sebastián Herrero, Ricardo Menares, Juan Rivera-Letelier

For a prime number , we study the asymptotic distribution of CM points on the moduli space of elliptic curves over . In stark contrast to the complex case, in the…

math.NT2020

p-Adic distribution of CM points and Hecke orbits. I. Convergence towards the Gauss point

Sebastián Herrero, Ricardo Menares, Juan Rivera-Letelier

We study the asymptotic distribution of CM points on the moduli space of elliptic curves over , as the discriminant of the underlying endomorphism ring varies. In con…

math.NT2019

Solutions of equations involving the modular function

Sebastian Eterović, Sebastián Herrero

Inspired by work done for systems of polynomial exponential equations, we study systems of equations involving the modular function. We show general cases in which these system…

math.NT2018

Mock modular forms whose shadows are Eisenstein series of integral weight

Sebastián Herrero, Anna-Maria von Pippich

The purpose of this article is to give a simple and explicit construction of mock modular forms whose shadows are Eisenstein series of arbitrary integral weight, level, and charact…