2005Shuxue de shijian yu renshiRequires access

rP—convex Function and Jensen Type Inequality

WU Shan-he

Open publisher page 1 citations

Abstract

The r P—convex function is defined, some methods of distinguishing r P—convex function are given. Then we establish the Jensen type inequality. As a consequence, we are not only able to improve on a number of classical inequalities but also to discover new ones.

About this research paper

What this paper is about

The r P—convex function is defined, some methods of distinguishing r P—convex function are given. Then we establish the Jensen type inequality. As a consequence, we are not only able to improve on a number of classical inequalities but also to discover new ones.

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Available abstract

The r P—convex function is defined, some methods of distinguishing r P—convex function are given. Then we establish the Jensen type inequality. As a consequence, we are not only able to improve on a number of classical inequalities but also to discover new ones.

Key concepts: Jensen's inequality, Mathematics, Convex function, Regular polygon, Type (biology), Function (biology), Inequality, Pure mathematics

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