10:30 AM-12:30 PM
The speakers in this minisymposium will focus on explicitly finding or representing the solution to a Hamilton-Jacobi equation arising in deterministic optimal control theory. Two approaches will be discussed: (1) an explicit solution technique based on solving a free boundary problem, and (2) generalizations of the Hopf-Lax envelope representation formula. The problem formulations for these results necessarily require some special structure which, however, cover many important applications.
Organizer: Peter R. Wolenski
Louisiana State University
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