Estimating the Turning Points of the Beta Generalized Exponential Failure Rate
This note concerns the interval estimation of the turning point of the failure rate based on the newly proposed beta generalized exponential distribution. The point estimate of the turning point is obtained using the maximum likelihood estimation. Since there is no closed form of the turning point of the BGE failure rate function, we propose to construct the confidence interval of the turning point using simulation methods. Two real life data sets are used to illustrate the proposed procedures.
Reliability Turning point Change point Failure rate Beta generalized exponential distribution Confidence Interval, Jackknife and bootstrap method
Jiaqing Xu Cheng Peng
College of Sciences Ningbo University of Technology Ningbo, Zhejiang 315211 China Department of Mathematics and Statistics University of Southern Maine Portland, ME 04104-9300 USA
国际会议
贵阳
英文
938-944
2011-06-12(万方平台首次上网日期,不代表论文的发表时间)