معرفی
Dori Bejleri is a tenure-track Assistant Professor at the University of Maryland, College Park's Department of Mathematics. He specializes in algebraic geometry, with a focus on moduli spaces, birational geometry, and their connections to number theory and representation theory. His research is supported by NSF grant DMS-2401483.
Education: PhD in Mathematics from Brown University (2018), supervised by Dan Abramovich. Postdoctoral positions included the Benjamin Peirce and NSF fellowship at Harvard University (2019–2023), and an NSF postdoc at MIT (2018–2019).
Research interests span moduli spaces of surfaces, birational geometry, enumerative geometry, and applications to combinatorics. His work includes studies on elliptic surfaces, Calabi-Yau pairs, and Hilbert zeta functions.
Teaching includes advanced courses such as Rationality Questions in Algebraic Geometry (Spring 2022), Birational Geometry of Algebraic Varieties (Fall 2020), and Differential Geometry (Fall 2021). He has organized conferences like the JHU-UMD Algebra and Number Theory Day (2024) and contributed to seminars like the Harvard-MIT Algebraic Geometry Seminar.
Labs/Teams: Active in the UMD Algebraic Geometry and Number Theory research groups. Collaborators include Kenny Ascher, Giovanni Inchiostro, and Matthew Satriano.
