Characterizations of efficient points in convex vector optimization problems

Characterizations of efficient points in convex vector optimization problems

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Article ID: iaor20022007
Country: Germany
Volume: 53
Issue: 2
Start Page Number: 205
End Page Number: 214
Publication Date: Jan 2001
Journal: Mathematical Methods of Operations Research (Heidelberg)
Authors:
Keywords: optimization
Abstract:

We present a geometrical characterization of weakly efficient points which generalizes the characterization recently given by Carrizosa and Plastria for functions over real Banach spaces. Further we indicate some applications of the shown optimality criteria to location problems, and we investigate approximately efficient solutions.

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