Literature DB >> 27393156

Simple and multiple linear regression: sample size considerations.

James A Hanley1.   

Abstract

OBJECTIVE: The suggested "two subjects per variable" (2SPV) rule of thumb in the Austin and Steyerberg article is a chance to bring out some long-established and quite intuitive sample size considerations for both simple and multiple linear regression. STUDY DESIGN AND
SETTING: This article distinguishes two of the major uses of regression models that imply very different sample size considerations, neither served well by the 2SPV rule. The first is etiological research, which contrasts mean Y levels at differing "exposure" (X) values and thus tends to focus on a single regression coefficient, possibly adjusted for confounders. The second research genre guides clinical practice. It addresses Y levels for individuals with different covariate patterns or "profiles." It focuses on the profile-specific (mean) Y levels themselves, estimating them via linear compounds of regression coefficients and covariates. RESULTS AND
CONCLUSION: By drawing on long-established closed-form variance formulae that lie beneath the standard errors in multiple regression, and by rearranging them for heuristic purposes, one arrives at quite intuitive sample size considerations for both research genres. Copyright Â
© 2016 Elsevier Inc. All rights reserved.

Keywords:  Confounding; Degrees of freedom; Power; Precision; Prediction

Mesh:

Year:  2016        PMID: 27393156     DOI: 10.1016/j.jclinepi.2016.05.014

Source DB:  PubMed          Journal:  J Clin Epidemiol        ISSN: 0895-4356            Impact factor:   6.437


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