Jackson S. Morrow

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20222025

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math.AG2025

Higher dimensional geometry of $p$ -jets

Lance Edward Miller, Jackson S. Morrow

In this work, we prove a quantitative version of the prime-to- $p$ Manin--Mumford conjecture for varieties with ample cotangent bundle. More precisely, let $A$ be an abelian variety…

math.AG2024

Connections between K-stability and Vojta's conjecture

Jackson S. Morrow, Yueqiao Wu

In this note, we use recent advances concerning the K-stability of $Q$ -Fano varieties to provide settings for which Vojta's conjecture holds.

Higher dimensional geometry of p-jets

Connections between K-stability and Vojta's conjecture

Higher dimensional geometry of $p$ -jets