Jake Huryn

collaborators

2 papers

math.NT2025

Torsion of Abelian varieties over solvable extensions of number fields

Jake Huryn

Let $K$ be a number field, and let $A$ be an Abelian variety over $K$ which has no CM isogeny-factors over $K$ . We prove that $A$ has only finitely many torsion points o…

math.NT2024

Transport of Zariski density in compatible collections of $G$ -representations

Jake Huryn, Yifei Zhang

Let $X$ be a connected normal scheme of finite type over $Z$ , let $G$ be a connected reductive group over $Q$ , and let $\{ρ_\ell\colonπ_1(X[1/\ell])\to G(\mathbf{…

Torsion of Abelian varieties over solvable extensions of number fields

Transport of Zariski density in compatible collections of G-representations

Transport of Zariski density in compatible collections of $G$ -representations