Stability of solution sets for a group multiobjective programming problem in Banach space is studied. Some conditions for the stability of the group multiobjective programming are given. Using these conditions, stabil...
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(纸本)9781479953721
Stability of solution sets for a group multiobjective programming problem in Banach space is studied. Some conditions for the stability of the group multiobjective programming are given. Using these conditions, stability results of major joint cone weakly efficient point sets and joint cone weakly efficient solution sets in the sense of semi-continuance are obtained with respect to the decision making variable perturbation and objective order perturbation respectively and at the same time
This paper introduces the concepts of individual efficient pair and group efficient pair for each alternative in group multi-objective programming, and corresponding to these concepts defines the concepts of individua...
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This paper introduces the concepts of individual efficient pair and group efficient pair for each alternative in group multi-objective programming, and corresponding to these concepts defines the concepts of individual joint efficient preference and group joint efficient preference, respectively. Based on the fundamental properties of the mapping from individual joint efficient preference to group joint efficient preference and group efficient number of alternative, a method of ordering alternatives for group multiobjective programming problems is given.
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