Student Analysis

Date:  Thursday, October 18, 2012
Location:  2866 East Hall (5:10 PM to 6:00 PM)

Title:  A Deterministic Two-Person Game for Motion by Curvature

Abstract:   The usual interpretation for motion by curvature involves steepest descent on the perimeter functional. I will present a result by Robert Kohn (2005) which gives an entirely different interpretation involving the value function of a simple deterministic two-person game. The results are surprising as the value function of a deterministic game is usually the solution of a *first-order* Hamilton-Jacobi PDE.


Speaker:  Jeff Calder
Institution:  University of Michigan

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