Chesnaye Nicholas C, van Diepen Merel, Dekker Friedo, Zoccali Carmine, Jager Kitty J, Stel Vianda S
ERA Registry, Amsterdam UMC location University of Amsterdam, Medical Informatics, Amsterdam, The Netherlands.
Amsterdam Public Health Research Institute, Quality of Care, Amsterdam, The Netherlands.
Nephrol Dial Transplant. 2025 Feb 4;40(2):244-254. doi: 10.1093/ndt/gfae187.
True linear relationships are rare in clinical data. Despite this, linearity is often assumed during analyses, leading to potentially biased estimates and inaccurate conclusions. In this introductory paper, we aim to first describe-in a non-mathematical manner-how to identify non-linear relationships. Various methods are then discussed that can be applied to deal with non-linearity, including transformations, polynomials, splines and generalized additive models, along with their strengths and weaknesses. Finally, we illustrate the use of these methods with a practical example from nephrology, providing guidance on how to report the results from non-linear relationships.
真正的线性关系在临床数据中很少见。尽管如此,在分析过程中常常假定为线性关系,这可能导致估计有偏差和得出不准确的结论。在这篇介绍性论文中,我们旨在首先以非数学的方式描述如何识别非线性关系。然后讨论可以应用于处理非线性的各种方法,包括变换、多项式、样条和广义相加模型,以及它们的优缺点。最后,我们用一个肾脏病学的实际例子来说明这些方法的使用,为如何报告非线性关系的结果提供指导。