Weiyi Zhang

Dr. Weiyi Zhang is an Associate Professor at the Mathematics Institute of the University of Warwick. His research focuses on symplectic topology, complex geometry, and their interactions. He contributes to teaching responsibilities such as MA3D9 Geometry of Curves and Surfaces (Term 1) and MA4E0 Lie Groups (Term 2). He is also updating lecture notes for MA954 Complex Geometry for the 2024 Spring term.

His research explores advanced topics including Kodaira dimensions of almost complex manifolds, harmonic forms on specific manifolds, and the intersection theory of almost complex submanifolds. Recent work emphasizes symplectic dynamics, geometric structures, and moduli spaces of J-holomorphic subvarieties.

Zhang’s publications span reputable journals like Advances in Mathematics, American Journal of Mathematics, and Selecta Mathematica. His research trends reflect deep engagements with geometric analysis, differential topology, and algebraic geometry, often bridging symplectic and complex geometric frameworks.

Teaching materials include detailed lecture notes for his courses, with examples provided for both undergraduate and graduate modules. No awards or grants are explicitly mentioned in the provided text, though his impactful contributions to geometric research are evident.

Zhang’s work is foundational in understanding structures of almost complex manifolds and their symplectic properties, with implications for broader geometric and topological theories.