| Reference: | 參考文獻
（一）中文參考文獻
〔1〕吳慧貞碩士論文（1988）在型Ⅱ截略抽樣計劃下選擇較可靠的韋伯母體.
（二）英文參考文獻
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The Frontier of ModernStatical Inference Procedures , Ed. E. Dudewicz, Acade-mic Sciences Press, pp 428-448.
[3] J.D. Gibbons, 1. Olkin, and M. Sobel (1979) :
Selecting and Ordering Populations : A New Statistical Methodlogy ,John Wiely and Sons.
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Multiple Statistecal Decision Theory : Recent Development, Lecture Notes in Statistics, Vol. 6, Springer Verlag.
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Multiple DecisionProcedures : Theory and Methodology of Selecting and Ranking Populations, John Wiley.
[6] S. S. Gupta and S. Panchapakesan (1988)
"Selection and Ranking Procedures in Reliability Models ", Handbook of Statistics, Vol. 7,
Eds P. R. Kreshnaiah and C.R. Rao , Elservier Science Publishers.
[7] D. Y. Huang, S. Panchapakesan, and S. T. Tseng (1984) :"Some Locally Optimal Subset Selection Rules for Comparision with A Control", Journal of Statistical Palnning and Inference,Vol. 9 , pp 63-72.
[8] J. S. Kim (1988) :
"A Subset Selection Procedure for Exponential Populations Under Random Censoring," Communication in Statistics -- Theory and Methods, Vol. 17 , pp 183-206.
[9] J. V. Kingston and J. K. Patel (1980a) :
"Selecting the best one of several Weibull populations, "Communications in Statistics -- Theory and Methods ,Vol.9 , pp 383-398.
[10] J. V. Kingston and J. K. Patel (1980b) : "A restricted subset selection procedure for Weibull populations"Communications in Statistics -- Theory and Methods ,Vol. 9 , pp 1371-1383.
[1l] J. V. Kingston and J. K. Pate 1, (1982) :
"Classifying Weibull populations with respect to a control"Communications in Statistics -- Theory and Methods ,Vol. 11 , pp 899-909.
[12] J. K. Patel (1976) :
"Ranking and Selection of IFR Populations Based on Means",Journal of the American Statical Association ,Vol. 71 , pp 143-146.
[13] A.V. Rademaker and C. E. Antle (1975)
"Sample Size for Selecting the Better of Two Weibull Populations", IEEE Tran. Reliability, Vol. R-24 , pp 17-20.
[14] S. T. Tseng (1988) :
"Selecting More Reliable Weibull Populations than A Control", Communications in Statistics -- Theory and Methods, Vol. 17 , pp 169-181." |
