CNR-IBIM, Clinical Epidemiology and Physiopathology of Renal Diseases and Hypertension, Via Vallone Petrara n. 55/57, Reggio Calabria, Italy.
Nephron Clin Pract. 2011;118(4):c399-406. doi: 10.1159/000324049. Epub 2011 Feb 23.
Because of some limitations of stratification methods, epidemiologists frequently use multiple linear and logistic regression analyses to address specific epidemiological questions. If the dependent variable is a continuous one (for example, systolic pressure and serum creatinine), the researcher will use linear regression analysis. Otherwise, if the dependent variable is dichotomic (for example, presence/absence of microalbuminuria), one could use logistic regression analysis. In both linear and logistic regression analyses the independent variables may be either continuous or categorical. In this paper we will describe linear and logistic regression analyses by discussing methodological features of these techniques and by providing clinical examples and guidance (syntax) for performing these analyses by commercially available statistical packages. Furthermore, we will also focus on the use of multiple linear and logistic regression analyses to control for confounding in etiological research.
由于分层方法的一些局限性,流行病学家经常使用多元线性和逻辑回归分析来解决特定的流行病学问题。如果因变量是连续的(例如,收缩压和血清肌酐),则研究人员将使用线性回归分析。否则,如果因变量是二分的(例如,微量白蛋白尿的存在/不存在),则可以使用逻辑回归分析。在线性和逻辑回归分析中,自变量可以是连续的或分类的。在本文中,我们将通过讨论这些技术的方法特征,并为使用商业上可用的统计软件包执行这些分析提供临床示例和指导(语法),来描述线性和逻辑回归分析。此外,我们还将重点介绍使用多元线性和逻辑回归分析来控制病因研究中的混杂因素。