معرفی
Christopher Dodd is an Assistant Professor in the Department of Mathematics at the University of Illinois, affiliated with the College of Liberal Arts & Sciences. He holds a PhD from MIT (2011) and specializes in algebraic and arithmetic geometry, D-modules, and geometric representation theory with recent focus on positive characteristic and p-adic techniques.
His research explores intersections between algebraic geometry and representation theory, emphasizing categorical structures and geometric methods. Notable contributions include work on symplectic varieties, Hodge modules, and quantized algebraic structures.
Publications span key areas like Lagrangian skeleta, categorical sl₂ actions, and ergodic properties of dynamical systems. While no specific awards are listed, his work appears in high-impact journals such as International Mathematics Research Notices and Geometry & Topology.
No advisees or grant details are provided in the source text. Dodd's affiliation includes administrative roles within the Department of Mathematics, contributing to facility operations and academic programs.
