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    Please use this identifier to cite or link to this item: http://140.128.103.80:8080/handle/310901/6357


    Title: HYBRIDAPPROXIMATECONFIDENCEINTERVALSFORTHEPROPORTIONOFSUCCESS
    Other Titles: HYBRID APPROXIMATE CONFIDENCE INTERVALS FOR THE PROPORTION OF SUCCESS
    Authors: 黃淑貞
    Huang, Sui-Chen
    Contributors: 王堯弘
    Wang, Y-H
    東海大學統計學系
    Keywords: 信賴區間;二項分配收斂至卜瓦松分配定理
    CONFIDENCE INTERVAL;BINOMIAL-TO-POISSON CONVERGENCE THEOREM
    Date: 1999
    Issue Date: 2011-05-25T09:16:11Z (UTC)
    Abstract: In this thesis, we take the most popular normal approximate interval for the proportion of success and improve on it so that its confidence coefficients are close to the pre-set confidence levels. In addition to the central limit theorem, we apply the Binomial-to-Poisson convergence theorem and the fiducial interval concept.
    In this thesis, we take the most popular normal approximate interval for the proportion of success and improve on it so that its confidence coefficients are close to the pre-set confidence levels. In addition to the central limit theorem, we apply the Binomial-to-Poisson convergence theorem and the fiducial interval concept.
    Appears in Collections:[統計學系所] 碩博士論文

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