معرفی
Sergey Fomin is the Richard P. Stanley Distinguished University Professor in the Department of Mathematics at the University of Michigan. His research focuses on combinatorics and its applications in algebra, geometry, and other mathematical domains, with significant contributions to cluster algebras, incidence geometry, and real algebraic curves. He holds a Ph.D. from St. Petersburg State University (1982). His work bridges foundational combinatorial structures with advanced algebraic and geometric theories.
Education:
- Ph.D., St. Petersburg State University (1982)
Research Interests: Combinatorics, algebra, geometry, and their interplay. Key areas include cluster algebras, incidence geometry, distance geometry, and real algebraic curves. His recent work emphasizes combinatorial approaches to algebraic structures and geometric problems.
Publications Trends: Fomin’s articles span combinatorial algebra, geometric structures, and cluster theory. Recent works explore cyclic quivers, tilings, mutation cycles, and Heronian friezes, reflecting a focus on structural patterns and their applications.
Labs/Teams: None explicitly mentioned, though his research often involves collaborations in algebraic combinatorics and geometry.
