Hardy-Hilbert不等式的推广
Hardy-Hilbert불등식적추엄
ON NEW GENERALIZATIONS OF HARDY-HILBERT'S INEQUALITY
  • 万方数据
    数学杂志 수학잡지
    JOURNAL OF MATHEMATICS
    2010年 5期 775-780 ,共6页

    卢志康%吴晓雪

    로지강%오효설

    Hardy-Hilbert不等式%β函数%最佳常数 Hardy-Hilbert不等式%β函數%最佳常數
    Hardy-Hilbert불등식%β함수%최가상수
    Hardy-Hilbert's inequality%β function%best constant factor
    本文研究了Hardy-Hilbert不等式的推广.利用β函数,获得了Hardy-Hilbert不等式推广的一种统一模式,且推广了杨必成在文献[2,4]中的已知结果.
    본문연구료Hardy-Hilbert불등식적추엄.이용β함수,획득료Hardy-Hilbert불등식추엄적일충통일모식,차추엄료양필성재문헌[2,4]중적이지결과.
    In this article, we study the generalization of the Hardy-Hilbert's inequality.By using Beta function, we obtain a united version of the generalization of the Hardy-Hilbert's inequality, which extends the known results in [2, 4].
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