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The Michael Brin Prize in Dynamical Systems, abbreviated as the Brin Prize, is awarded to mathematicians who have made outstanding advances in the field of dynamical systems and are within 14 years of their PhD. [1] The prize is endowed by and named after Michael Brin, [1] whose son Sergey Brin [2] is a co-founder of Google.
Michael Brin is a former professor of mathematics at the University of Maryland, College Park. His research interests include dynamical systems and Riemannian geometry. See his publications, graduate students and the Brin Prize.
Mar 14, 2024 · Michael Brin, a retired NASA scientist and father of Google co-founder Sergey Brin, donated $27.2 million to support mathematics research and outreach at the University of Maryland. The gift will endow the Brin Mathematics Research Center, create a new chair and fund a summer camp for high school students.
“As the holder of the Michael Brin Endowed Chair in Mathematics, Artem Chernikov will serve as a model for outstanding research and teaching.” Chernikov’s research interests lie in a branch of mathematical logic called model theory, which focuses on how mathematical objects can be defined in formal language and what structural properties ...
The prize is awarded annually to young mathematicians for outstanding work in the theory of dynamical systems and related areas. It was endowed by Professor Emeritus Michael Brin of the University of Maryland and presented at the semi-annual workshops in dynamical systems.
The Michael Brin Chair in Mathematics Vadim Kaloshin occupies the Michael Brin Chair in Mathematics. This position controls substantial discretionary funds, and is permanent so long as the appointed person remains a professor of mathematics at Maryland. There is also a Michael Brin Postdoctoral Fellow associated with the Chair.
The prize, endowed by Professor Michael Brin of the University of Maryland, recognizes outstanding work in the theory of dynamical systems by young mathematicians. The eighth prize was awarded to Sébastien Gouëzel for his contributions to spectral theory and hyperbolic dynamics.
