Chenzi Jin

Chenzi Jin serves as a Veblen Research Instructor at Princeton University and the Institute for Advanced Study, a prestigious postdoctoral fellowship supporting independent research at the intersection of complex differential geometry and algebraic geometry. His appointment reflects exceptional promise in mathematical research, with full institutional backing from two leading centers for theoretical mathematics.

He completed his Ph.D. at the University of Maryland, College Park under Prof. Yanir Rubinstein, establishing foundational expertise in geometric analysis. This training directly informs his current investigations into stability conditions and asymptotic methods.

Dr. Jin's research program focuses on the interface of complex differential and algebraic geometry, emphasizing differential, convex, and discrete geometric techniques. He examines Kähler metrics, stability thresholds, and geometric structures through asymptotic analysis and PDE methods, addressing core problems like Tian's stabilization conjecture and Okounkov body asymptotics. His work reveals profound connections between combinatorial structures and continuous geometric phenomena.

His 2024-2025 publications demonstrate cohesive progress across geometric analysis, with recurring emphasis on stability conditions for algebraic varieties and asymptotic behavior in metric geometry. These works collectively advance understanding of how discrete combinatorial frameworks govern continuous geometric structures.

Funded entirely by the Veblen Instructorship, Dr. Jin operates with dedicated research support from Princeton and IAS. While not independently advising students, he collaborates with senior faculty including Prof. Rubinstein and Prof. Tian, offering engagement pathways for graduate researchers through joint projects and seminar participation.