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THREE BAYESIAN TEST INDEXES FOR NORMAL DISTRIBUTIONS | Science Publications

机译:三种正态分布的贝叶斯测试指标|科学出版物

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> In clinical trials, data that are consistent with a normal distribution are often regarded as candidates for primary evaluation variables. In such cases, t-tests are frequently used to compare different groups of data. However, the repeated use of t-tests leads to problems with multiplicity. This study proposes three new indexes that are based on (Kawasaki and Miyaoka, 2012; 2013). These indexes can be used to evaluate the superiority, non-inferiority and equivalency of population means for normal distributions. These new indexes are constructed based on the Bayesian framework and can be used to prevent multiplicity issues. We apply these three new indexes to actual data in order to demonstrate their usefulness.
机译: >在临床试验中,符合正态分布的数据通常被视为主要评估变量的候选者。在这种情况下,经常使用t检验来比较不同的数据组。但是,重复使用t检验会导致多重性问题。这项研究提出了三个新的指数作为基础(Kawasaki and Miyaoka,2012; 2013)。这些指标可用于评估正态分布总体均值的优劣,劣等和等价。这些新索引是基于贝叶斯框架构建的,可用于防止多重性问题。我们将这三个新索引应用于实际数据,以证明其有用性。

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