Igor Frenkel

Igor Frenkel is the Sol Goldman Family Professor of Mathematics at Yale University, Department of Mathematics. His research focuses on infinite-dimensional algebras, representation theory, and mathematical physics. Frenkel's website provides additional information about his work and contact details. He is affiliated with Yale University and holds the title of Sol Goldman Family Professor of Mathematics.

Igor Frenkel is a Professor of Mathematics at Yale University, specializing in Representation Theory and Mathematical Physics. His research focuses on the interplay between algebraic structures and physical theories, particularly through the lens of vertex operator algebras, quantum affine algebras, and affine Lie algebras. His work explores connections between representation theory and dual resonance models, modular forms, and string theory. Frenkel has contributed significantly to the understanding of vertex operator algebras and their applications in mathematical physics, including their role in the Monster group and modular functions. His research also encompasses semi-infinite cohomology, canonical bases, and Hopf categories, reflecting a deep engagement with both algebraic and topological structures in modern mathematics.