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Bad statistical practice in pharmacology (and other basic biomedical disciplines): you probably dont know P

机译:药理学(和其他基本生物医学学科)统计工作不佳:您可能不了解P

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摘要

Statistical analysis is universally used in the interpretation of the results of basic biomedical research, being expected by referees and readers alike. Its role in helping researchers to make reliable inference from their work and its contribution to the scientific process cannot be doubted, but can be improved. There is a widespread and pervasive misunderstanding of P-values that limits their utility as a guide to inference, and a change in the manner in which P-values are specified and interpreted will lead to improved outcomes. This paper explains the distinction between Fisher's P-values, which are local indices of evidence against the null hypothesis in the results of a particular experiment, and Neyman–Pearson α levels, which are global rates of false positive errors from unrelated experiments taken as an aggregate. The vast majority of papers published in pharmacological journals specify P-values, either as exact-values or as being less than a value (usually 0.05), but they are interpreted in a hybrid manner that detracts from their Fisherian role as indices of evidence without gaining the control of false positive and false negative error rate offered by a strict Neyman–Pearson approach. An informed choice between those approaches offers substantial advantages to the users of statistical tests over the current accidental hybrid approach.LINKED ARTICLESA collection of articles on statistics as applied to pharmacology can be found at
机译:统计分析普遍用于解释基础生物医学研究的结果,这是裁判和读者都期望的。毫无疑问,它在帮助研究人员从他们的工作中作出可靠推断的作用及其对科学过程的贡献可以加以改进。对P值存在广泛而广泛的误解,限制了它们作为推论的指导,改变P值的指定和解释方式将改善结果。本文解释了Fisher的P值(作为针对特定实验结果中的零假设的局部证据的局部指标)与Neyman-Pearsonα水平(作为不相关实验的总体假阳性错误率)之间的区别。骨料。在药理学期刊上发表的绝大多数论文都将P值指定为精确值或小于某个值(通常为0.05),但是它们以一种混杂的方式进行解释,这有损于其作为没有证据的证据指标的Fisher角色。通过严格的Neyman-Pearson方法获得对错误肯定和错误否定错误率的控制。在这些方法之间进行明智的选择比当前的偶然混合方法为统计测试的用户提供了巨大的优势。链接到Articlesa的关于药理学的统计学文章集合可以在以下网站找到:

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