Lucia Mocz

activity

20172021

most citedA New Northcott Property for Faltings Height

4 citations · 8 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2021

Two-variable polynomials with dynamical Mahler measure zero

Annie Carter, Matilde Lalín, Michelle Manes +2

We discuss several aspects of the dynamical Mahler measure for multivariate polynomials. We prove a weak dynamical version of Boyd--Lawton formula and we characterize the polynomia…

math.NT2018★ 4 cited

Shimura varieties at level $Γ_{1} (p^{\infty})$ and Galois representations

Ana Caraiani, Daniel R. Gulotta, Chi-Yun Hsu +4

We show that the compactly supported cohomology of certain $U (n, n)$ or $Sp (2 n)$ -Shimura varieties with $Γ_{1} (p^{\infty})$ -level vanishes above the middle degree. The…

math.NT2017★ 4 cited

A New Northcott Property for Faltings Height

Lucia Mocz

In this work we prove a new Northcott property for the Faltings height. Namely we show, assuming the Colmez Conjecture and the Artin Conjecture, that there are finitely many CM abe…

Two-variable polynomials with dynamical Mahler measure zero

Shimura varieties at level Γ1​(p∞) and Galois representations

A New Northcott Property for Faltings Height

Shimura varieties at level $Γ_{1} (p^{\infty})$ and Galois representations