Tests for Comparison of Two Groups: Student’s T-test, Mann-Whitney U-test and Chi-square Test

S. Jankovic
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Abstract

Background. Determining the significance of the difference between two study groups is performed using statistical tests, the choice of which depends on the character and distribution of data in those groups. Objective. The aim of this manuscript is to explain the logic and conditions of application of statistical tests for the comparison of two study groups. Methods. The manuscript was prepared as a narrative review article, based on the primary statistical literature. Results. The Student’s T-test and the Mann-Whitney U-test can be applied to the comparison of the values of a continuous variable between two groups, with the Student’s T-test subject to the mandatory condition that the data are normally distributed in both groups (the normality of the distribution is checked by Kolmogorov-Smirnov test). The Chi-square test is applied if the values of a categorical variable are compared between two groups, provided that none of the values is represented in less than 6 patients. Conclusions. A prerequisite for accurately determining the significance of the difference between two groups is the application of an appropriate statistical test for which all conditions are met.
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两组比较检验:学生t检验、Mann-Whitney u检验和卡方检验
背景。使用统计检验来确定两个研究组之间差异的显著性,选择哪种检验取决于这些组中数据的特征和分布。目标。这篇文章的目的是解释两个研究组的比较使用统计检验的逻辑和条件。方法。本文是一篇基于原始统计文献的叙述性综述文章。结果。学生t检验和Mann-Whitney u检验可用于两组间连续变量值的比较,但学生t检验必须满足两组数据均为正态分布的条件(分布的正态性由Kolmogorov-Smirnov检验)。如果在两组之间比较某一分类变量的值,则采用卡方检验,前提是任何一个值都不少于6例患者。结论。准确确定两组之间差异的显著性的先决条件是应用满足所有条件的适当统计检验。
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