摘要
给出艾拉姆咖分布在定数截尾场合下均值比k的极大似然估计;由"平均剩余寿命"的概念得到k的拟矩估计;取共轭先验分布给出k的经验Bayes估计、区间估计及假设检验;通过实例给出不同截尾样本下k的点估计和区间估计.
The maximum likelihood estimate of mean ratio k of ~aHra distribution was given for the case of constant tail-truncation. Simulated moment estimate of mean ratio k was obtained by using the concept of "average remaining life". Empirical Bayes estimate interval estimate and hypothetical test of mean ratio k were given after the conjugate prior distribution was taken. The point estimate and interval estimate of mean ratio k were given for different tail-truncated samples by means of practical example.
出处
《兰州理工大学学报》
CAS
北大核心
2013年第4期154-157,共4页
Journal of Lanzhou University of Technology
基金
湖北省教育厅重点科研项目(D20134301)
关键词
艾拉姆咖分布
拟矩估计
经验BAYES估计
区间估计
Зрланга distribution
Simulated moment estimate
empirical mate ractical example. Bayesian estimate
interval esti