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math.AG2025
Weighted Heights and GIT Heights
Elira Shaska, Tony Shaska
We investigate the relationship between Geometric Invariant Theory (GIT) heights and weighted heights, with a focus on their interaction in weighted projective spaces and their app…
math.AG2025
Rational Functions on the Projective Line from a Computational Viewpoint
Eslam Badr, Elira Shaska, Tony Shaska
An explicit invariant-theoretic description of the moduli space of degree-three rational maps on is developed. A cubic map is represented, up t…
math.AG2024★ 7 cited
Machine learning for moduli space of genus two curves and an application to isogeny based cryptography
Elira Shaska, Tony Shaska
We use machine learning to study the moduli space of genus two curves, specifically focusing on detecting whether a genus two curve has -split Jacobian. Based on such techn…