The characterizations of ε-strictly efficient solutions of set-valued optimization with generalized higher-order derivatives
Yu Liang · Journal of Northeast Normal University · 2014
The generalized higher-order derivatives optimality conditions fore-strictly efficient solutions of set-valued optimization problems is discussed in real normed spaces.By virtue of the generalized higher-order tangent sets introduced,without any convexity assumption,by employing the properties of basic functional ande-strictly efficient element,necessary and sufficient conditions are obtained fore-strictly efficient solutions for set-valued optimization problems.