2016Publications de l Institut MathematiqueOpen access

Hölder’s reverse inequality and its applications

Chang-Jian Zhao, Wing‐Sum Cheung

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Abstract

We establish a new reverse Holder integral inequality and its discrete version. As applications, we prove Radon?s, Jensen?s reverse and weighted power mean inequalities and their discrete versions.

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What this paper is about

We establish a new reverse Holder integral inequality and its discrete version. As applications, we prove Radon?s, Jensen?s reverse and weighted power mean inequalities and their discrete versions.

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OpenAlex reports 15 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We establish a new reverse Holder integral inequality and its discrete version. As applications, we prove Radon?s, Jensen?s reverse and weighted power mean inequalities and their discrete versions.

Key concepts: Inequality, Mathematics, Computer science, Mathematical economics, Mathematical analysis

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