About
Alexander R. Its is a Distinguished Professor of Mathematical Sciences at Indiana University-Purdue University Indianapolis. He completed his doctorate from Saint Petersburg State University, then known as Leningrad University, in 1977. Afterwards, he continued his career as a lecturer at the Steklov Institute in Saint Petersburg before becoming a professor at his alma mater. He remained there until 1993, when he assumed his current role at Indiana University. His research focuses on integrable systems, examining asymptotic analysis of matrix models using Riemann–Hilbert and isomonodromy methods, asymptotic analysis of correlation functions related to aspects of theoretical Fredholm and Toeplitz operators, and the theory of integrable nonlinear partial and ordinary differential equations of KdV and Painlevé types.
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