# 臺灣博碩士論文加值系統

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 用順序統計量來建構分位數的信賴區間是廣泛的被用在統計應用上.我們定義另一個建構在對稱型態的順序統計量去對母體分位數找其信賴區間.在假設分配是對稱的情況之下,我們去比較這二個分位數所建構的信賴區間何者較有效益.
 The quantile confidence interval(C.I.)using the (ordinary) order statistics as interval limits for the population quantile is widely used in statistical applications.We define an alternative quantile C.I. for the population quantile based on a symmetric type order statistics.We compare these two quantile C.I.'s under the assumption of symmetric distribution, for cases of a known and unknown.
 1.Introduction 2.Foldered order statistics 3.Distribution-free confidence interval for quantile when the location M is known 4.Expected length 5.Distribution-free confidence interval for quantile when the location M is unknown
 Arnold, B.C.,Balakrishnan, N. and Nagaraja, H. N. (1992).A first course in order statistics, New-York:Wiley.Chen, L.-A. and Chiang, Y. C. (1996). Symmetric type quantile and trimmed means for location and linear regression model. Journal of Nonparametric Statistics 7,171-185.Chen, L.-A. (1997),An efficient class of weighted trimmed means for linear regression model,Statistica Sinica,7,669-686.Chen, L.-A. Thompson,P. and Chuang H.-C.(2000),Mallow's type bounded influence regression quantile for linear regression model and simultaneous equations model,Sankhya Ser. B,62,217-232.Chen, M.-S. (2001). Process capability assessment by symmetric quantile. M. S. thesis,Institute of Statistics,National Chiao Tung University. Taiwan.Clements, J.A.(1989).Process capability calculations for non-normal distributions.Quality Progress 22,95-100.Gibbons ,J. D. (1975),Nonparametric methods for quantitative analysis, New-York:Holt,Rinehart,& Winston.Grimshaw, S. D. and Alt, F. B.(1997). Control charts for quantile function values.Journal of Quality Technology 29,1-7.Kim, S. J.(1992).The metrically trimmed means as a robust estimator of location.Annals of statistics 20,1534-1547.
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 1 25. 歐聖榮、張集毓，遊憩市場定位之研究，戶外遊憩研究，第八期，第三卷，第15-45頁(1995)。

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