期刊名称：Brazilian Journal of Probability and Statistics
印刷版ISSN：0103-0752
出版年度：2016
卷号：30
期号：1
页码：127-144
DOI：10.1214/14-BJPS264
语种：English
出版社：Brazilian Statistical Association
摘要：Given is the outcome $s$ of $S\sim{\mathrm{B}}(n,p)$ ($n$ known, $p$ fully unknown) and two numbers $0}(s)$ of the hypotheses $\mathrm{H}_{<}$: $p}$: $p>b$, such that their sum is equal to 1. The degenerate case $a=b(=c)$ is of special interest. A method, optimal with respect to a class of functions, is derived under Neyman–Pearsonian restrictions, and applied to a case from medicine.
