The lack of computer software for Ranking and Selection has often been cited as a reason for it not having caught on in practice (Hayes 1982). Actually, this lack of software was a manifestation of some deeper perceived difficulties with practical usage, we believe. It was perceived that Bechhofer's (1954) Indifference Zone selection type inference was unavailable for single-stage experiments. The Multiple Comparisons with the Best (MCB) result of Hsu (1981) showed that not only is it available for single-stage experiments, it can be given simultaneously with Gupta's (1965) Subset Selection inference without decreasing the minimum confidence level of either. It has also been perceived that the unequal sample size case requires more complex methodologies than the equal sample size case. It is pointed out in Hsu (1983) that, so long as the analysis is performed on the computer, there needs to be no difference in methodology between the two cases. Based on these recent developments, a computer package has been written for Multiple Comparisons with the Best. Given the data (equal sample size or not) and the desired confidence level p* (&equil;1−α), the first page output includes Subset Selection inference and Indifference Zone selection inference (extended to single-stage experiments), while the second page output gives the confidence intervals inference of Hsu (1981, 1982). All the inferences are guaranteed to be correct simultaneously with a probability of at least P*. The result of analysis of some water filter data using an earlier version of the package has been reported in Lorenz, Hsu, and Tuovinen (1982).
经常被认为缺乏用于排名和选择的计算机软件是其未能在实践中流行的原因(Hayes 1982)。实际上,我们认为,软件的缺乏是实际使用中一些更深层次的感知困难的体现。人们认为,Bechhofer(1954)的“无差异区域”选择类型推断不适用于单阶段实验。 Hsu(1981)的最佳最佳多重比较(MCB)结果表明,它不仅可用于单阶段实验,而且可以与Gupta(1965)的子集选择推断同时给出,而不会降低任何一个的最低置信度。还已经意识到,不相等的样本量情况比相等的样本量情况需要更复杂的方法。 Hsu(1983)指出,只要在计算机上进行分析,两种情况在方法上就不需要有区别。基于这些最新发展,已编写了一套计算机软件包,用于“最佳比较”。给定数据(是否等于样本量)和所需的置信度p *(&1-α),第一页输出包括子集选择推断和无差异区域选择推断(扩展到单阶段实验),而第二个输出页面输出给出了Hsu(1981,1982)的置信区间推断。保证所有推论同时以至少P *的概率是正确的。 Lorenz,Hsu和Tuovinen(1982)曾报道使用该软件包的早期版本对某些滤水器数据进行分析的结果。 P>
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