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A more accurate multidimensional Hardy-Hilbert type inequality with a general homogeneous kernel

机译:具有一般齐次核的更精确的多维Hardy-Hilbert型不等式

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In this paper, by the use of the weight coefficients, the transfer formula, Hermite- Hadamard’s inequality and the technique of real analysis, a more accurate multidimensional Hardy-Hilbert-type inequality with a general homogeneous kernel and a best possible constant factor is given, which is an extension of some published results. Moreover, the equivalent forms, the operator expressions and some particular examples are considered.
机译:在本文中,通过使用权重系数,传递公式,Hermite-Hadamard不等式和实分析技术,给出了一个更精确的多维Hardy-Hilbert型不等式,具有一般的齐次核和可能的最佳常数因子,这是一些已发布结果的扩展。此外,考虑了等效形式,运算符表达式和一些特定示例。

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