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2005•Journal of Yanan UniversityRequires access

Optimality Conditions for a Class of Generalized Univex Semi-Infinite Fractional Programming Problems

Zhang Lei-lie

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Abstract

Used Clarke generalized gradient a class of generalized univex (F,α,ρ,d)-convex(quasiconvex,pseudoconvex) functions is defined.And the semi-infinite fractional programming with this kind of new functions is researched,some optimal conditions are presented.

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Used Clarke generalized gradient a class of generalized univex (F,α,ρ,d)-convex(quasiconvex,pseudoconvex) functions is defined.And the semi-infinite fractional programming with this kind of new functions is researched,some optimal conditions are presented.

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Available abstract

Used Clarke generalized gradient a class of generalized univex (F,α,ρ,d)-convex(quasiconvex,pseudoconvex) functions is defined.And the semi-infinite fractional programming with this kind of new functions is researched,some optimal conditions are presented.

Key concepts: Class (philosophy), Mathematics, Fractional programming, Mathematical optimization, Applied mathematics, Computer science, Mathematical economics, Algebra over a field

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