معرفی
Krystyna Kuperberg is the Alumni Professor of Mathematics at Auburn University. She obtained her undergraduate degree from the University of Warsaw and her Ph.D. from Rice University in 1974. Her research focuses on dynamical systems, topology, and geometric analysis, with notable contributions including a smooth counterexample to the Seifert conjecture (1994), which revolutionized the study of vector fields on 3-spheres. She has held major invited speaking roles at the American Mathematical Society, Mathematical Association of America, and International Congress of Mathematicians. Kuperberg has also contributed to the field through editorial work and leadership in topology and geometry.
Education: B.Sc. (University of Warsaw), Ph.D. (Rice University, 1974).
Key Research Areas: Dynamical systems, topological dynamics, geometric topology, and discrete geometry.
Scientific Awards: AWM Emmy Noether Lecture (2003).
Major Publications: Over 30 articles in leading journals including Annals of Mathematics, Duke Mathematical Journal, and Topology and its Applications.
Her work frequently explores topological structures, including invariant sets, homeomorphisms, and counterexamples in dynamical systems. She has collaborated with mathematicians such as Gregory Kuperberg and Włodzimierz Kuperberg, advancing studies in convex geometry and tiling problems.
