Generalized convexity and well-posedness in vector optimization

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Abstract

We introduce a class of generalized convex vector valued functions, named K-quasiconnected functions, that contains, as a special case, the classical K-quasiconvex functions. The main results concerns the well-posedness of K-quasiconnected problems: moreover, under strict K-quasiconnectedness, we obtain the well-posedness of weak solutions.
Original languageEnglish
Title of host publicationRecent advances in optimization
Pages131-138
Number of pages8
Volume-
Publication statusPublished - 2003
EventRecent Advances in Optimization - Varese
Duration: 13 Jun 200214 Jun 2002

Workshop

WorkshopRecent Advances in Optimization
CityVarese
Period13/6/0214/6/02

Keywords

  • Hausdorff set-convergence
  • generalized convexity
  • stability
  • vector optimization
  • well-posedness

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