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Zoltan Szabo is a Professor in the Department of Mathematics at Princeton University, specializing in areas such as Smooth 4-manifolds, Heegaard Floer homology, Symplectic geometry, Seiberg-Witten invariants, and Knot theory. He has played a significant role in advancing these fields through his research and publications. Szabo has authored and edited numerous works in mathematics, including key contributions to the understanding of Floer homology and its applications in low-dimensional topology. He has also shown an interest in the intersections of mathematics with artificial intelligence, particularly exploring how advances in large language models contribute to the field. His academic endeavors are complemented by a passion for integrating cultural contexts into his work, drawing from his background and experiences.
GRE scores are not accepted. Ph.D. is the primary degree; students are not required to hold an M.S.E. prior to admission.