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A coradiant based scalarization to characterize approximate solutions of vector optimization problems with variable ordering structures
(Elsevier Science BV, 2017)
This paper investigates some properties of approximate efficiency in variable ordering structures where the variable ordering structure is given by a special set valued map. We characterize epsilon-minimal and epsilon- ...
Coradiant sets and -efficiency in multiobjective optimization
(Springer, 2017)
This paper studies -efficiency in multiobjective optimization by using the so-called coradiant sets. Motivated by the nonlinear separation property for cones, a similar separation property for coradiant sets is investigated. ...