# 臺灣博碩士論文加值系統

(3.229.124.74) 您好！臺灣時間：2022/08/11 08:09

:::

### 詳目顯示

:

• 被引用:0
• 點閱:135
• 評分:
• 下載:0
• 書目收藏:0
 大部分的多變量品質管制圖都是用來判斷製程的平均是否在管制限界內,比如說Hotelling's T^2管制圖.當這些品質特性之間並無相關性存在時,我們就可以用Shewhart管制圖代替T^2統計量來監控這些個別的品質特性.而當相關性存在時,T^2統計量有一個最主要的缺點;那就是當它說明製程已經在管制限界外時它並沒有辦法判斷是哪些顯著因子所引起的. 我們在這裡提供一個能夠判斷當Hotelling's T^2統計量說明製程已經在管制限界外時,哪些因子是顯著的.我的方法是建構在概似比原則上且僅考慮共變異數矩陣已知的情況下來判斷哪一個因子最有可能是顯著的.而我舉了兩個實際的例子與一個模擬的例子來說明.最後,我們再與其它的方法做比較.
 1 Introduction 1 2 The Characteristic Likely Responsible for an Overall Out-of-control Condition 5 3 Examples 10 3.1 Example 1............................................10 3.2 Example 2............................................14 3.3 Example 3............................................15 4 Comparisons with Results of Other Methods 17 4.1 Hawkins' Regression-adjusted Method..................17 4.2 Murphy's Decomposition Method........................18 4.3 The Decomposition Method of Mason et al..............21 5 Conclusions 24 Appendix 26 References 27
 Anderson, T. W. (1984). An Introduction to Multivariate Statistical Analysis, 2nd ed., John Wiley and Sons, New York.Dogansksoy, N, Faltin, F. W., and Tucker, W. T., (1991). `` Identification of Out-of-Control Quality Characteristic in a Multivariate Manufacturing Environment '', Communications in Statistic-Theory and Methods,20, pp. 2775-2790.Hawkins, D. M., (1991). `` Multivariate Quality Control Based on Regression-Adjusted Variables '',Technometrics}, 33, pp. 61-75.Hawkins, D. M., (1993). `` Regression Adjustment for Variables in Multivariate Quality Control '', Journal of Quality Technology, 25, pp. 170-182.Hayter, A. J. and Tsui, K. L., (1994). `` Identification and Quantification in Multivariate Quality Control Problems '', Journal of Quality Technology, 26, pp. 197-208.Hotelling, H., (1947). `` Multivariate Quality Control - Illustrated by the Air Testing of Sample Bombsights '', in Techniques of Statistical Analysis (Eisenthart, C.; Hastay, M. W.; and Wallis, W. eds.), McGraw Hill, New York, NY.Jackson, J. E.,(1959). `` Quality Control Methods for Several Related Variables '', Technometrics, 1, pp. 359-377.Jackson, J. E., (1980). `` Principal Components and Factor Analysis: Part I-Principal Component '', Journal of Quality Technology, 12, pp. 201-213.Jackson, J. E., (1985). `` Multivariate Quality Control '', Communications in Statistics-Theory and Methods, 14, pp. 2657-2688.Mason, R., Tracy, N. D., and Young, J. C., (1995). `` Decomposition of T^2 for Multivariate Control ChartInterpretation '', Journal of Quality Technology, 27, pp. 99-108.Murphy, B. J., (1987). `` Selecting Out of Control Variables With the T^2 Multivariate Quality Control Procedure '', The Statistician, 36, pp. 571-583.Rencher, A. C., (1993). `` The Contribution of Individual Variables to Hotelling's T^2, Wilks' \$\Lambda\$, and \$R^2\$ '', Biometrics, 49, pp. 479-489.Srivatava, M. S., and Khatri, C. G., (1979). An Introduction to Multivariate Statistic, Elseriver North Holland.Wade, M. R., and Woodall, W. H., (1993). `` A Review and Analysis of Case-Selecting Control Charts '', Journal of Quality Technology, 25, pp. 161-169.
 國圖紙本論文
 推文當script無法執行時可按︰推文 網路書籤當script無法執行時可按︰網路書籤 推薦當script無法執行時可按︰推薦 評分當script無法執行時可按︰評分 引用網址當script無法執行時可按︰引用網址 轉寄當script無法執行時可按︰轉寄

 1 多變量之多重比較--應用於品質管制圖

 1 游淑雅,民國90年6月,“中央銀行與金融監理權,” 中央銀行季刊,第23卷第2期,頁31。

 1 在單一觀測值下監控多變量製程變異性之EWMA管制圖 2 歸一化對cDNA微陣列數據分析的影響 3 有限母體下的種類數預測與種類數估計的模擬研究 4 間距對數和之研究 5 種類數預測之模擬研究 6 長距相關與結構性改變的多重比較 7 一階格點空間模型之方向相關係數檢定 8 個體異質性模式之母體總數估計 9 監控單一觀測值之多變量製程變異性管制圖 10 試題選項特徵曲線分析法－在「國小中年級面積概念」的應用－ 11 多重相關加權核平滑化多元計分試題選項關聯結構之研究 12 多元計分三參數試題選項分析模式半最大概似估計法之研究 13 多重相關加權核平滑多元計分試題選項特徵曲線之研究 14 多元計分三參數試題選項分析變動效應模式之模擬研究 15 多元計分選項模式與階層線性模式之整合模式

 簡易查詢 | 進階查詢 | 熱門排行 | 我的研究室