About
Seth Patinkin is an alumnus of Indiana University (1998), where he was a Wells Scholar and recently named to its "30 under 30" list. While at Indiana University, Patinkin made contributions to dynamical systems, including two celebrated papers: Transitivity Implies Period Six and Stirring our Way to Sharkovsky's Theorem, as well as contributions to the theory of measure-preserving transformations made while he lived in Strasbourg, France, at the Universite Louis Pasteur. Patinkin subsequently completed his PhD work in mathematics at Princeton University (2002) under a fellowship from the National Science Foundation where he worked under Nobel Prize Winner John Forbes Nash, on extending Nash's theory of equilibria to a multi-player bargaining solution. Starting in 1999, Patinkin has been involved in business applications of mathematics. Patinkin has three patents in the United States and one in Great Britain. His first business venture was a project at the Chicago Board of Trade in whi
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