本文已被：浏览 1118次 下载 573次
投稿时间：2001-11-05
投稿时间：2001-11-05
中文摘要: 密度函数为不对称的单峰分布中未知参数的最短置信区间的求解非常繁琐,用搜索法可以快捷地得到最短置信区间的近似值.
Abstract:It is very overlaborate to solve the shortest confidence interval of an unknown parameters the density function of which is an unsymmetrical one kurtosis distribution. In this paper, the searching appraoch to proximal values of shortest confidence interval is introduced.
文章编号：20020110 中图分类号： 文献标志码：
基金项目:
| Author Name | Affiliation |
| JIANG Shu fa | Department of Information and Computing Science, Shanghai University of Electric Power, Shanghai 200090, China |
引用文本：
蒋书法.搜索法求最短置信区间的近似值[J].上海电力大学学报,2002,18(1):41-44.
JIANG Shu fa.Searching Approach to Proximal Values of Shortest Confidence Interval[J].Journal of Shanghai University of Electric Power,2002,18(1):41-44.
蒋书法.搜索法求最短置信区间的近似值[J].上海电力大学学报,2002,18(1):41-44.
JIANG Shu fa.Searching Approach to Proximal Values of Shortest Confidence Interval[J].Journal of Shanghai University of Electric Power,2002,18(1):41-44.