关于有限和形式的Hardy-Hilbert不等式
관우유한화형식적Hardy-Hilbert불등식
On Hardy-Hilbert Inequality with Finite Series Version
  • 万方数据
    科技通报 과기통보
    BULLETIN OF SCIENCE AND TECHNOLOGY
    2014年 9期 6-8 ,共3页

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    Hardy-Hilbert不等式%Hadamard不等式%最值单调定理 Hardy-Hilbert不等式%Hadamard不等式%最值單調定理
    Hardy-Hilbert불등식%Hadamard불등식%최치단조정리
    Hardy-Hilbert inequality%hadamard inequality%maximum-minimum monotonic theorem
    通过引入参数λ，利用最值单调定理，建立了一个推广的有限和形式的Hardy-Hilbert不等式。
    통과인입삼수λ，이용최치단조정리，건립료일개추엄적유한화형식적Hardy-Hilbert불등식。
    In this paper, by introducing parameter λ, and using Maximum-minimum monotonic theorem, a refinement of Hardy-Hilbert inequality with finite series version is established.
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