2003Journal of Hainan Normal UniversityRequires access

Optimality conditions for a class of generalized univexfractional multiobjective programming

Yao Yuan-jin

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Abstract

Several new concepts of unified (F,ψ,b)-convex functions are defined on the basis of univex function~([4]),and some optimality sufficient conditions for a class of the different denominator fractional multiobjective programming are proved under these new generalized univex functions.

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What this paper is about

Several new concepts of unified (F,ψ,b)-convex functions are defined on the basis of univex function~([4]),and some optimality sufficient conditions for a class of the different denominator fractional multiobjective programming are proved under these new generalized univex functions.

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Available abstract

Several new concepts of unified (F,ψ,b)-convex functions are defined on the basis of univex function~([4]),and some optimality sufficient conditions for a class of the different denominator fractional multiobjective programming are proved under these new generalized univex functions.

Key concepts: Class (philosophy), Mathematics, Fractional programming, Mathematical optimization, Multiobjective programming, Basis (linear algebra), Convex function, Function (biology)

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