Alexander L Volberg

Alexander L Volberg is the University Distinguished Professor in the Department of Mathematics at Michigan State University (MSU), located in D314 Wells Hall. He specializes in harmonic analysis, complex analysis, and probability theory, with a focus on topics such as Bellman functions, harmonic measure, and operator theory.

• Research Interests: Volberg's work spans harmonic analysis, complex dynamics, and potential theory. He has contributed to weighted inequalities, singular integrals, and geometric measure theory.
• Recent Articles: Recent studies include isoperimetric inequalities using differential systems, Poincaré inequalities on discrete structures, and convex body domination in harmonic analysis.
• Collaborations: Frequent collaborators include F. Nazarov, S. Treil, and Paata Ivanisvili, addressing problems in operator theory and functional analysis.

His research often bridges pure analysis with applications in mathematical physics and stochastic processes.