Alexia Corradini

activity

20222026

collaborators

3 papers

math.AG2026

Algebraically trivial tropical cycles are smash-nilpotent

Alexia Corradini

We prove that if $Z$ is a tropical cycle in a tropical variety $Y$ which is algebraically trivial, then for $k ≫ 1$ sufficiently large, $k! \cdot Z^{k} \subset Y^{k}$ is rationally trivi…

math.SG2025

Algebraic Lagrangian cobordisms, flux and the Lagrangian Ceresa cycle

Alexia Corradini

We introduce an equivalence relation for Lagrangians in a symplectic manifold known as \textit{algebraic Lagrangian cobordism}, which is meant to mirror algebraic equivalence of cy…

math.DG2022

Equivariant localisation in the theory of $Z$ -stability for Kähler manifolds

Alexia Corradini

We apply equivariant localisation to the theory of $Z$ -stability and $Z$ -critical metrics on a Kähler manifold $(X, α)$ , where $α$ is a Kähler class. We show that the invariants use…

Algebraically trivial tropical cycles are smash-nilpotent

Algebraic Lagrangian cobordisms, flux and the Lagrangian Ceresa cycle

Equivariant localisation in the theory of Z-stability for Kähler manifolds

Equivariant localisation in the theory of $Z$ -stability for Kähler manifolds