统计误差的类型:综述

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引用次数: 0

摘要

背景:从数据中作出适当的决定和得出有效的结论需要在科学和非科学背景下使用统计。但是,由于收集的数据来自于一个多样化的大群体,因此在结果的形成过程中往往会出现误差。允许错误是有害的和不可避免的,因此,我们需要使用统计来控制或限制错误的最大程度。目的:因此,在本综述中,我们旨在提供有关统计检验,错误类型以及如何减少错误类型的简要信息。方法:从Pubmed (NCBI)、Elsevier、施普林格、Web of science等不同的在线数据资源中进行非结构化文献调查。结果:在统计干扰中,我们预计会出现两种类型的错误(I型错误和II型错误),这两种错误会迫使定量分析的结果进入决策的模型,即是否拒绝零假设。在统计学中,统计检验会给出“p值”。讨论与结论:综上所述,通过分别描述研究的显著性水平和功效水平,可以最大限度地减少I型误差和II型误差。学者中东出版商
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Type of Error in Statistics: A Review
Background: Making appropriate decisions and drawing valid conclusions from the data requires the use of statistics in both scientific and non-scientific contexts. But errors are usually made during the formation of the result of the collected data which are obtained from a diverse and big population. Allowing errors is harmful and unavoidable, therefore, we need to control or limit the maximum level of error using statistics. Aim: Therefore, in the present review we aimed to provide brief information about the statistical test, the type of errors, and how to minimize the type of errors. Method: A unstructured literature survey was done from different online data resources such as Pubmed (NCBI), Elsevier, Springer, and Web of science. Result: In statistical interference, we expect two types of errors (Type I Error and Type II Error) which forces the results of quantitative analysis into the mold of a decision, which is whether to reject or not to reject the null hypothesis. In statistics, the statistical test will give the “p-value”. Discussion & Conclusion: In conclusion, type I error and Type II errors can be minimized by describing the level of significance and power of the study respectively. Scholars Middle East Publishers
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