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Dan Romik is a Professor at the University of California, Davis, specializing in number theory, combinatorics, probability theory, and experimental mathematics. He earned his Ph.D. from Tel-Aviv University in 2001. His research interests encompass various areas of mathematics, particularly those that involve complex interactions between different mathematical fields. Romik has contributed to several significant publications, including works on orthogonal polynomial expansions and the Riemann xi function, and has explored the moving sofa problem through differential equations. Additionally, his work touches on fascinating mathematical concepts such as longest increasing subsequences. Romik's contributions are not only theoretical but also engage with experimental methods in mathematics, showcasing the breadth of his expertise in the field.
Department of Computer Science. GRE is NOT required.