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rqlm: R package for implementing the modified Poisson and least-squares regression analyses

##article.authors##

  • Noma, Hisashi Department of Data Science, The Institute of Statistical Mathematics

DOI:

https://doi.org/10.51094/jxiv.1054

キーワード:

modified Poisson regression、 modified least-squares regression、 risk ratio、 risk difference、 R

抄録

Logistic regression has been widely used for multivariate analyses of binary outcomes in clinical and epidemiological studies. However, the odds ratio is not a directly interpretable effect measure, and is only interpreted as an approximation of risk ratio when the event frequency is low. As effective alternative methods, the modified Poisson regression (Zou, 2004; Am J Epidemiol 159, 702-706) and the modified least-squares regression (Cheung, 2007; Am J Epidemiol 166, 1337-1344) have been standard multivariate analysis methods in recent clinical and epidemiological studies. These methods provide risk ratio and risk difference estimates, which are directly interpretable effect measures regardless of the frequency of the events. The rqlm package involves computational tools for the analyses using the modified Poisson and least-squares regressions with simple commands. This article provides a tutorial for the rqlm package involving example R codes.

利益相反に関する開示

The authors declare no conflicts of interest regarding this article.

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引用文献

Cheung, Y. B. (2007). A modified least-squares regression approach to the estimation of risk difference. American Journal of Epidemiology 166, 1337-1344.

Greenland, S. (1987). Interpretation and choice of effect measures in epidemiologic analysis. American Journal of Epidemiology 125, 761-768.

Nurminen, M. (1995). To use or not to use the odds ratio in epidemiologic analyses. European Journal of Epidemiology 11, 365-371.

Zou, G. (2004). A modified poisson regression approach to prospective studies with binary data. American Journal of Epidemiology 159, 702-706.

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投稿日時: 2025-01-22 13:29:55 UTC

公開日時: 2025-01-24 01:10:52 UTC
研究分野
一般医学・社会医学・看護学