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Vladimir Rokhlin is the Arthur K. Watson Professor in the Department of Mathematics at Yale University. He specializes in various research areas including numerical scattering theory, elliptic partial differential equations, and numerical solution of integral equations. His work involves quadrature formulae, singular functions, and numerical linear algebra, along with analysis and PDE research with a focus on harmonic analysis, spectral theory, and geometric measure theory applications. He actively contributes to the academic community by running seminars, including the Applied Math Seminar on Tuesdays and the Analysis Seminar on Thursdays. His expertise is recognized by prestigious awards such as the Leroy P. Steel Prize and the Rice University Distinguished Alumnus Award, highlighting his significant contributions to the field.
Administered via the Graduate School of Arts and Sciences (GSAS). GRE General is optional for PhD.