معرفی
Changho Han is an Assistant Professor (Tenure-Track) in the Department of Mathematics at Korea University, Seoul, South Korea. His research focuses on algebraic geometry with an emphasis on moduli spaces, including their geometric and arithmetic properties such as birational geometry, compactifications, and rational points. He also investigates enumerative problems in algebraic geometry, exploring how geometric and arithmetic features evolve across families of algebraic varieties.
Previously, Han served as a Postdoctoral Fellow at the University of Waterloo (2022–2024) and a Limited-Term Assistant Professor at the University of Georgia (2019–2022). He earned his PhD in Mathematics from Harvard University under Joe Harris. His work bridges classical algebraic geometry with modern techniques, particularly in analyzing moduli spaces of curves and surfaces.
His research trends reflect deep engagement with foundational problems in algebraic geometry, including the structure of moduli spaces for K3 surfaces and hyperelliptic curves. Ongoing projects explore arithmetic inflection theory, secant varieties, and comparisons between different compactification methods for log Calabi-Yau pairs.
No scientific awards are explicitly mentioned in the provided texts. His advising and grants are not detailed, though collaborations with mentors like David McKinnon, Matt Satriano, and Valery Alexeev suggest active research partnerships. No lab or team affiliations are specified in the text.
