Andrea Conti

collaborators

2 papers

math.NT2026

$L$ -invariants and deep congruences between newforms

Andrea Conti, Peter Mathias Gräf

We study congruences modulo powers of a prime $p$ between pairs of $p$ -new modular Hecke eigenforms of level $Γ_{0} (p)$ and same weight $k$ . Based on explicit computations, we conjec…

math.NT2025

Bogomolov property for Galois representations with big local image

Andrea Conti, Lea Terracini

An algebraic extension of the rational numbers is said to have the $Bogomolov property$ (B) if the absolute logarithmic Weil height of its non-torsion elements is uniforml…

L-invariants and deep congruences between newforms

Bogomolov property for Galois representations with big local image

$L$ -invariants and deep congruences between newforms