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2004•Journal of Ningbo UniversityRequires access

On Generalization of a Kind of Hardy-Hibert’s Integral Inequality

Xiangxing Tao

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Abstract

In this paper, Hardy-Hilbert’s integral inequalities are all-sidely generalized, and Harrdy-Hilbert’s integral inequality on unsymmetrical core function and weighted Hardy-Hilbert’s integral inequality are obtained.

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What this paper is about

In this paper, Hardy-Hilbert’s integral inequalities are all-sidely generalized, and Harrdy-Hilbert’s integral inequality on unsymmetrical core function and weighted Hardy-Hilbert’s integral inequality are obtained.

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Available abstract

In this paper, Hardy-Hilbert’s integral inequalities are all-sidely generalized, and Harrdy-Hilbert’s integral inequality on unsymmetrical core function and weighted Hardy-Hilbert’s integral inequality are obtained.

Key concepts: Mathematics, Generalization, Inequality, Hardy space, Mathematical economics, Calculus (dental), Pure mathematics, Mathematical analysis

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