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Ideal, weakly efficient solutions for vector optimization problems
(SPRINGER SCIENCE, 2002)
Characterizing Efficiency on Infinite-dimensional Commodity Spaces with Ordering Cones Having Possibly Empty Interior
(Springer, 2015)
Some production models in finance require infinite-dimensional commodity
spaces, where efficiency is defined in terms of an ordering cone having possibly
empty interior. Since weak efficiency is more tractable than ...
Weak efficiency in multiobjective quasiconvex optimization on the real-line without derivatives
(2009)
This article deals with the problem of the existence of a weakly efficient solution to quasiconvex vector optimization problems in a finite dimensional setting on the real-line. This consideration is motivated by algorithmic ...