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Paul Seymour is a distinguished mathematician affiliated with Princeton University, holding the position of Albert Baldwin Dod Professor of Mathematics in the Department of Mathematics. He is recognised for his contributions to discrete mathematics, particularly in graph theory. His research focuses on various aspects of graph structures, including the study of induced subgraphs and forbidden structures. He has a keen interest in significant conjectures in the field, such as the Erdős–Hajnal conjecture and the Gyarfas chi-boundedness. Over the years, he has collaborated with other prominent mathematicians and has been involved in the organization of workshops aimed at advancing knowledge in graph theory, particularly during the years from 2014 to 2026. His contributions are well-documented through various publications which reflect his ongoing work and influence in mathematical research. He is also known for his role in the Princeton Discrete Math Seminar, where he collaborates with a team of esteemed colleagues to promote research and discussion in discrete mathematics.
GRE scores are not accepted. Ph.D. is the primary degree; students are not required to hold an M.S.E. prior to admission.