No abstract

No abstract

In this paper we study boundary optimal control of an evolutionary system governed by a history-dependent variational-hemivariational inequality. The inequality is a weak formulation of a dynamic frictional contact problem for a viscoelastic body with a multivalued normal damped response condition and a simplified version of the Coulomb law of dry friction. A continuous dependence result for the solution map is proved and the existence of optimal solutions to the control problem is established.

No abstract

No abstract