3 papers
math.AG2025
Waldschmidt constants of symmetric sets of points in
Sebastian Calvo, Jack Huizenga, Tomasz Szemberg
Configurations of points defined by complex reflection groups have attracted a lot of attention recently in several directions of research, e.g., the containment problem between or…
math.AG2024
Brill-Noether theory on the projective plane for bundles with many sections
Izzet Coskun, Jack Huizenga, Neelarnab Raha
The Brill-Noether theory of curves plays a fundamental role in the theory of curves and their moduli and has been intensively studied since the 19th century. In contrast, Brill-Noe…
math.AG2024
Interpolation and moduli spaces of vector bundles on very general blowups of the projective plane
Izzet Coskun, Jack Huizenga
In this paper, we study certain moduli spaces of vector bundles on the blowup of the projective plane in at least 10 very general points. Moduli spaces of sheaves on general type s…