Multiobjective fractional programming problems and the sufficient condition involving Hb – (p, r)-η- invex function

On the basis of arcwise connected convex functions and (p, r) −η - invex functions, we established Hb –(p, r) –η- invex functions. Based on the generalized invex assumption of new functions, the solutions of a class of multiobjective fractional programming problems are studied, and the sufficient op...

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Veröffentlicht in:MATEC web of conferences Jg. 336; S. 08015
Hauptverfasser: Gao, Xiaoyan, Niu, Huan
Format: Tagungsbericht Journal Article
Sprache:Englisch
Veröffentlicht: Les Ulis EDP Sciences 01.01.2021
ISSN:2274-7214, 2261-236X
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Abstract On the basis of arcwise connected convex functions and (p, r) −η - invex functions, we established Hb –(p, r) –η- invex functions. Based on the generalized invex assumption of new functions, the solutions of a class of multiobjective fractional programming problems are studied, and the sufficient optimality condition for the feasible solutions of multiobjective fractional programming problems to be efficient solutions are established and proved.
AbstractList On the basis of arcwise connected convex functions and (p, r) −η - invex functions, we established Hb –(p, r) –η- invex functions. Based on the generalized invex assumption of new functions, the solutions of a class of multiobjective fractional programming problems are studied, and the sufficient optimality condition for the feasible solutions of multiobjective fractional programming problems to be efficient solutions are established and proved.
Author Niu, Huan
Gao, Xiaoyan
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Title Multiobjective fractional programming problems and the sufficient condition involving Hb – (p, r)-η- invex function
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