推估設限資料的未來失敗時間與數目---子計劃二：在Pareto分配下估算社限資料的信賴信間

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Title:	推估設限資料的未來失敗時間與數目---子計劃二：在Pareto分配下估算社限資料的信賴信間 Prediction intervals of an ordered observation from Pareto Distribution based on Doubly Type II censored samples
Authors:	薛雅明
Contributors:	資訊管理系
Keywords:	pivotal quantity doubly type II censored samples pareto distribution 基準量雙邊型二設限資料柏拉圖分配近似最大概似估計 approximation maximum likelihood estimation
Date:	2004
Issue Date:	2008-06-24 11:52:32 (UTC+8)
Publisher:	台南縣：嘉南藥理科技大學資訊管理系
Abstract:	羅吉斯分配廣泛的應用在生物統計與經濟領域中，本文中我們對來自雙邊型二設限資料之柏拉圖分配中的未知觀測值，提出以一些適當的基準量，預測樣本大小為n 中第j 個元件順序觀測值之信賴區間，同時對這些基準量以模擬方式評估其可行性。最後，並提供兩個實際例子來討論。 Pareto Distribution is widely used in biostatistics and economics areas. In this paper, we provide some suitable pivotal quantities for estimating the prediction intervals of the jth future ordered observation in a sample of size n from the pareto distribution based on doubly type II censored samples. We also give simulation study to analyze its feasibility of pivotal quantities. Finally, two illustrative examples are also included.
Relation:	計畫編號：CNMI9301_2
Appears in Collections:	[Dept. of Information Management] CNU Project

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