معرفی
Richard Haburcak is a Visiting Assistant Professor at the Ohio State University (OSU) as part of the RTG 'Arithmetic, Combinatorics, and Topology of Algebraic Varieties'. Previously, he held postdoctoral positions at the Max Planck Institute for Mathematics in Bonn and the Hausdorff Institute for Mathematics. He earned his PhD in 2023 from Dartmouth College under Asher Auel's supervision, following a BA/MA in physical chemistry from Brandeis University under Bing Xu. His research focuses on Brill-Noether theory, K3 surfaces, vector bundles, and cubic fourfolds, with recent work exploring Brill-Noether loci in moduli spaces and unstable Lazarsfeld-Mukai bundles.
He actively teaches courses such as Math 2255: Intro to Ordinary Differential Equations at OSU and has mentored students through the Directed Reading Program. His publications span topics including maximal Brill-Noether loci, moduli spaces of curves, and algebraic surfaces. He adheres to Federico Ardila's axioms emphasizing equitable mathematical experiences and collaborates widely across institutions.
Upcoming engagements include speaking at the Summer Research Institute in Algebraic Geometry (2025) and organizing events like KOALA 2025. His work bridges pure mathematics and interdisciplinary research, reflecting his background in both chemistry and advanced algebraic geometry.
