A. Simonetti

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20222024

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math.AG2024

Tropical methods for stable octic double planes

Jonathan David Evans, Angelica Simonetti, Giancarlo Urzúa

This paper has been written to illustrate the power of techniques from tropical geometry and mirror symmetry for studying the KSBA moduli space of surfaces on or near the Noether l…

math.AG2023

Deformation types of Looijenga pairs of small length

Angelica Simonetti

Following the work already done by E. Looijenga and others, we provide an analysis of the deformation types of Looijenga (or anticanonical) pairs $(Y, D)$ , where the anticanonical d…

math.AG2022

$Z /2 Z$ -Equivariant smoothings of cusp singularities

Angelica Simonetti

Let $p \in X$ be the germ of a cusp singularity and let $ι$ be an antisymplectic involution, that is an involution such that there exists a nowhere vanishing holomorphic 2-form $Ω$ …

Tropical methods for stable octic double planes

Deformation types of Looijenga pairs of small length

Z/2Z-Equivariant smoothings of cusp singularities

$Z /2 Z$ -Equivariant smoothings of cusp singularities