On the Scalarization of Pseudoconcavity and Pseudomonotonicity Concepts for Vector Valued Functions

@inproceedings{Cambini1998OnTS,
  title={On the Scalarization of Pseudoconcavity and Pseudomonotonicity Concepts for Vector Valued Functions},
  author={Riccardo Cambini and S{\'a}ndor Koml{\'o}si},
  year={1998}
}
In this paper (1) we continue the study of polar generalized convexity of vector valued functions initiated in [6]. Our aim now is to give first order characterization for special classes of vector valued directionally differentiable pseudoconcave functions in terms of suitable pseudomonotonicity property of the directional derivative. 

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