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Extended well-posedness of quasiconvex vector optimization problems
Journal article   Peer reviewed

Extended well-posedness of quasiconvex vector optimization problems

Giovanni Paolo Crespi, Melania Papalia and Matteo Rocca
Journal of optimization theory and applications, Vol.141(2), pp.285-297
2009
Scopus ID: 2-s2.0-67349151626
DOI: https://doi.org/10.1007/s10957-008-9494-z
Web of Science ID: WOS:000265384000004

Abstract

Vector optimization Stability
The notion of extended-well-posedness has been introduced by Zolezzi for scalar minimization problems and has been further generalized to vector minimization problems by Huang. In this paper, we study the extended well-posedness properties of vector minimization problems in which the objective function is C-quasiconvex. To achieve this task, we first study some stability properties of such problems.
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