### 博碩士論文 992201021 完整後設資料紀錄

 DC 欄位 值 語言 DC.contributor 數學系 zh_TW DC.creator 張峯溥 zh_TW DC.creator Zhang-Feng Pu en_US dc.date.accessioned 2013-7-2T07:39:07Z dc.date.available 2013-7-2T07:39:07Z dc.date.issued 2013 dc.identifier.uri http://ir.lib.ncu.edu.tw:88/thesis/view_etd.asp?URN=992201021 dc.contributor.department 數學系 zh_TW DC.description 國立中央大學 zh_TW DC.description National Central University en_US dc.description.abstract 令S_{x,n}^2,S_{y,n}^2及S_{z,n}^2分表取自三獨立常態分布N({mu}_x,{sigma}_x^2),N({mu}_y,{sigma}_y^2)及N({mu}_z,{sigma}_z^2)之樣本變異數.當n為不小於2之整數時謝宗翰(2012)計算p(S_{x,n}^2>S_{y,n}^2)之值.當n為不小於3之奇數時謝宗翰(2012)計算P(S_{x,n}^2>S_{y,n}^2>S_{z,n}^2)之值. 本文用不同的計算方式來計算P(S_{x,n}^2>S_{y,n}^2)及P(S_{x,n}^2>S_{y,n}^2>S_{z,n}^2), 其結果適用於所有的偶數n. zh_TW dc.description.abstract Let S_{x,n}^2,S_{y,n}^2 and S_{z,n}^2 denote sample variances obtained from three independent normal distributions . Each sample has sample size n . Shieh (2012) calculated P(S_{x,n}^2>S_{y,n}^2) when n Greater than or equal 2 and P(S_{x,n}^2>S_{y,n}^2>S_{z,n}^2) when n Greater than or equal 3 is odd. In this paper , we calculate P(S_{x,n}^2>S_{y,n}^2) and P(S_{x,n}^2>S_{y,n}^2>S_{z,n}^2 by different methods and the results are valid for even n. en_US DC.subject 三獨立常態樣本變異數間之順序的機率 zh_TW DC.title 三獨立常態樣本變異數間之順序的機率(II) zh_TW dc.language.iso zh-TW zh-TW DC.type 博碩士論文 zh_TW DC.type thesis en_US DC.publisher National Central University en_US