activity
20132021
most citedp-Adic distribution of CM points and Hecke orbits. II: Linnik equidistribution on the supersingular locus

6 citations · 9 across the 3 of their papers we have counts for

collaborators

5 papers

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

Enumeration of a special class of irreducible polynomials in characteristic 2

Alp Bassa, Ricardo Menares

A-polynomials were introduced by Meyn and play an important role in the iterative construction of high degree self-reciprocal irreducible polynomials over the field F_2, since they…

math.NT2016

Strong modularity of reducible Galois representations

Nicolas Billerey, Ricardo Menares

In this paper, we call strongly modular those reducible semi-simple odd mod Galois representations for which the conclusion of the strongest form of Serre's original modularity…

math.NT20133 cited

Equidistribution of Hecke points on the supersingular module

Ricardo Menares

For a fixed prime p, we consider the (finite) set of supersingular elliptic curves over . Hecke operators act on this set. We compute the asymptotic frequence wit…