Optimal control of the sweeping process over polyhedral controlled sets

The talk concerns a new class of optimal control problems
governed by the dissipative non-Lipschitzian differential inclusion of the
sweeping/Moreau process over a moving controlled polyhedral set. Using the
method of discrete approximations and generalized differential tools of
variational analysis, we derive necessary optimality conditions for this
problem expressed in terms of the initial data of the moving convex
polyhedron.

Date: Aug 28, 2013 at 16:30 h
Date of closure: Aug 28, 2013
Venue: Avda. Blanco Encalada 2120, 6to Piso Sala Multimedia (ingreso por el piso 7)
Speaker: Dr. Nguyen Dinh Hoang
Affiliation: Departamento de Matemática, Universidad Técnica Federico Santa María
Coordinator: Abderrahim Hantoute
Abstract:
PDF - PS

Posted on Aug 7, 2013 in Optimization and Equilibrium, Seminars