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Karen E. Smith Keeler Professor Department of Mathematics University of Michigan. Algebraic geometry is the study of geometric shapes which are defined by polynomial equations; commutative algebra is the study of the rings of polynomial functions on such geometric objects. Karen Smith research lies at the interface of commutative algebra and algebraic geometry. Karen Smith is a mathematician at the University of Michigan, which is where she also did her Ph.D. She spent Fall 2016 there teaching Algebra 2: Field and Galois Theory, and Resolution of Singularities, the latter at the Jyvaskyla Summer School. Contact Info Math 592 Professor Smith is a frequent visitor to the University of Jyvaskyla in Finland. Her thesis  was on tight closure, an important topic in commutative algebra. Ann Arbor . According to our current on-line database, Karen Smith has 19 students and 29 descendants.
We welcome any additional information. The Ruth Lyttle Satter Prize in Mathematics is awarded to Karen E Smith of the University of Michigan for her outstanding work in commutative algebra, which has established her as a world leader in the study of tight closure, an important tool in the subject introduced by Hochster and Huneke.

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