On optimality for Mayer type problem governed by a discrete inclusion system with Lipschitzian set-valued mappings

Set-valued optimization which is an extension of vector to set-valued problems a growing branch applied mathematics. The application technics and the investigation optimality conditions has been enormous interest in research problems. In this paper we have considered Mayer type problem governed by discrete inclusion system with Lipschitzian mappings. A necessary condition for K-optimal solutions given via local approximations lower upper tangent cones set derivative