Optimization of delay-differential inclusions in infinite dimensions

Document Type

Article

Publication Date

5-1-2010

Abstract

This paper concerns the study of dynamic optimization problems governed by delay-differential inclusions with finitely many equality and inequality endpoints constraints and multivalued initial conditions. We employ the method of discrete approximations and advanced tools of generalized differentiation in infinite-dimensional spaces to derive necessary optimality conditions in the extended Euler-Lagrange form. © 2010 Yokohama Publishers.

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