摘要
设有统计模型，其中为几何分布： １，２…，考虑检验问题：本文对一种依次试验的时间序贯样 本，给出了上述检验问题的贝叶斯停止判决法则，其中损失函数为试验费用和误判损失之 和，贝叶斯停止判决法则由后验概率的两组界（上界和下界）所给出。
in the test of the hypothesis problem. for the geometric distribution: P(X=k) =(1-), a Bayesian procedure in time sequential sample plan is proposed in this paper. The loss function is the sum of the cost of the experiment times and the loss due to the wrong decision. In the procedure, two series of limits of posterior probabilities (upper limits and lower limits) of the event {0 =} are given. The Bayesian stopping rule and decision rule are determined by the limits.
出处
《应用数学学报》
CSCD
北大核心
1999年第1期54-70,共17页
Acta Mathematicae Applicatae Sinica
