2005•Journal of Mathematics and StatisticsRequires access

Semi Strongly E-Convex Functions

Ebrahim A. Youness, Tarek Emam

Open publisher page 16 citations

Abstract

In this study a new class of functions, called semi strongly E-convex functions, and generalized semi strongly E-convex functions are defined .We discuss some their basic properties and obtain sufficient optimality criteria for nonlinear programming problems involving these functions.

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What this paper is about

In this study a new class of functions, called semi strongly E-convex functions, and generalized semi strongly E-convex functions are defined .We discuss some their basic properties and obtain sufficient optimality criteria for nonlinear programming problems involving these functions.

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Available abstract

In this study a new class of functions, called semi strongly E-convex functions, and generalized semi strongly E-convex functions are defined .We discuss some their basic properties and obtain sufficient optimality criteria for nonlinear programming problems involving these functions.

Key concepts: Mathematics, Regular polygon, Convex function, Pure mathematics, Combinatorics, Geometry

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