معرفی
Nick Rozenblyum is an Associate Professor in the Department of Mathematics at the University of Toronto. His research spans algebraic geometry and topology, with a focus on structures arising from topological quantum field theory and representation theory. He has co-authored a comprehensive book on derived algebraic geometry with Dennis Gaitsgory, covering advanced topics like duality, deformations, and formal geometry.
Rozenblyum's publications explore deep connections between geometric Langlands theory, symplectic geometry, and homotopy theory. His collaborative work addresses topics such as cyclic nerve symmetries, Calabi-Yau structures, and equivariant cohomology, reflecting a broad engagement with modern mathematical frameworks.
His research also intersects with noncommutative geometry and factorization homology, particularly in higher categorical contexts. Rozenblyum's work on automorphic sheaves and shtuka constructions contributes to ongoing developments in geometric representation theory and number theory.
