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Motohico Mulase is a distinguished professor known for his contributions to complex algebraic geometry and analysis. His research has greatly influenced various areas of mathematics, particularly in algebraic geometry, moduli spaces, and Riemann surfaces. He has engaged in significant studies of Higgs bundles, nonlinear integrable systems such as KP and KdV equations, along with Gromov-Witten theory and topological recursion. Mulase's unique approach to questions in mathematics is evident in his exploration of the Witten-Kontsevich theorem, connecting intersection numbers in moduli spaces with KdV equations. His notable works include collaboration on ribbon graphs and insights into the intersection theory interlinks arithmetic geometry with complex analysis, combinatorics, and orbifold topology. He has been actively involved in organizing conferences and workshops, notably the 2016 AMS von Neumann Symposium, fostering communities of young mathematicians in emerging research areas. Additionally, Mulase has served in various administrative capacities at UC Davis, contributing to the academic governance of the institution. His commitment to education has been recognized with a Distinguished Teaching Award, reflecting his excellence in teaching and mentorship to undergraduate students.
University of California, Davis • Davis, CA
Engaged in teaching, research, and administrative duties in the Department of Mathematics.
Department of Computer Science. GRE is NOT required.