Jack J. Garzella

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20222026

most citedThe perfectoid Tate algebra has uncountable Krull dimension

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math.AG2025

K3 surfaces of any Artin-Mazur height over $F_{5}$ and $F_{7}$ via quasi- $F$ -split singularities and GPU acceleration

Ryan Batubara, Jack J Garzella, Alex Pan

We develop a fast algorithm to calculate the Artin-Mazur height (equivalently, the quasi- $F$ -split height) of a Calabi-Yau hypersurface, building on the work in arXiv:2204.10076. W…

K3 surfaces of any Artin-Mazur height over F5​ and F7​ via quasi-F-split singularities and GPU acceleration

K3 surfaces of any Artin-Mazur height over $F_{5}$ and $F_{7}$ via quasi- $F$ -split singularities and GPU acceleration