Optimality of Globally Proper Effcient Solutions in Set-valued Optimization Involving Directional Derivatives

@article{Yu2012OptimalityOG,
  title={Optimality of Globally Proper Effcient Solutions in Set-valued Optimization Involving Directional Derivatives},
  author={Guolin Yu},
  journal={2012 Fifth International Joint Conference on Computational Sciences and Optimization},
  year={2012},
  pages={242-245}
}
This note deals with the optimality conditions of set-valued unconstraint optimization problems in topological vector spaces. Based upon the concepts of directional derivatives and generalized cone-preinvexity for the set-valued mappings, the necessary and sufficient optimality conditions are established for globally proper minimizer respectively in set… CONTINUE READING