KT‐pseudoinvex multidimensional control problem
Copyright policy )KT‐pseudoinvex multidimensional control problem
SummaryIn this paper, we define a Kuhn‐Tucker (KT)–pseudoinvex multidimensional control problem. More exactly, we introduce a new condition on the functions, which are involved in a multidimensional control problem, and we prove that a KT‐pseudoinvex multidimensional control problem is characterized such that a KT point is an optimal solution. Thus, we generalize optimality results in known mathematical programming problems. These theoretical results are illustrated with an application.
- Polytechnic University of Bucharest Romania
- University of Cádiz Spain
Controllability, multidimensional control problem, Kuhn-Tucker optimality conditions, Optimality conditions for problems involving relations other than differential equations, invexity
Controllability, multidimensional control problem, Kuhn-Tucker optimality conditions, Optimality conditions for problems involving relations other than differential equations, invexity
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