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2003•Journal of Yanan UniversityRequires access

Optimality Conditions for a Class of Semi-Infinite Programming Under Generalized Type- I Invexity

Zhang Qing

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Abstract

In this paper,several nonsmooth generalized Hanson and Mond typeIinvexities are defined by using Minch's symmetric gradient,and some optimality sufficient conditions for semiinfinite programming are given under these new generalized invexity.

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What this paper is about

In this paper,several nonsmooth generalized Hanson and Mond typeIinvexities are defined by using Minch's symmetric gradient,and some optimality sufficient conditions for semiinfinite programming are given under these new generalized invexity.

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Available abstract

In this paper,several nonsmooth generalized Hanson and Mond typeIinvexities are defined by using Minch's symmetric gradient,and some optimality sufficient conditions for semiinfinite programming are given under these new generalized invexity.

Key concepts: Class (philosophy), Type (biology), Mathematics, Applied mathematics, Mathematical economics, Calculus (dental), Algebra over a field, Mathematical optimization

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