Janse Roemer J, Hoekstra Tiny, Jager Kitty J, Zoccali Carmine, Tripepi Giovanni, Dekker Friedo W, van Diepen Merel
Department of Clinical Epidemiology, Leiden University Medical Center, Leiden, The Netherlands.
Department of Nephrology, Amsterdam Cardiovascular Sciences, Amsterdam UMC, Vrije Universiteit Amsterdam, Amsterdam, The Netherlands.
Clin Kidney J. 2021 May 3;14(11):2332-2337. doi: 10.1093/ckj/sfab085. eCollection 2021 Nov.
The correlation coefficient is a statistical measure often used in studies to show an association between variables or to look at the agreement between two methods. In this paper, we will discuss not only the basics of the correlation coefficient, such as its assumptions and how it is interpreted, but also important limitations when using the correlation coefficient, such as its assumption of a linear association and its sensitivity to the range of observations. We will also discuss why the coefficient is invalid when used to assess agreement of two methods aiming to measure a certain value, and discuss better alternatives, such as the intraclass coefficient and Bland-Altman's limits of agreement. The concepts discussed in this paper are supported with examples from literature in the field of nephrology.
相关系数是一种统计量度,常用于研究中以显示变量之间的关联或考察两种方法之间的一致性。在本文中,我们不仅将讨论相关系数的基础知识,如它的假设以及如何解读,还将讨论使用相关系数时的重要局限性,如它对线性关联的假设以及对观测范围的敏感性。我们还将讨论为什么在用于评估旨在测量某个值的两种方法的一致性时该系数是无效的,并讨论更好的替代方法,如实内系数和布兰德-奥特曼一致性界限。本文所讨论的概念通过肾脏病领域文献中的实例加以支持。