Title | Stata’s implementation of GEE | |
Author | James Hardin, StataCorp |
Stata’s command for GEE is xtgee. There are a few differences in Stata’s implementation of GEE from other packages. Below we describe those differences and, where appropriate, explain how to get the same answers as those provided by other packages.
Stata treats the scale parameter, phi, in the same way as GLM. For continuous distributions (Gaussian and gamma), the default is to set the scale parameter to the generalized chi-squared statistic divided by the degrees of freedom. For discrete distributions (binomial and Poisson), the scale parameter is set to one.
The scale parameter is a biproduct of the estimation of the GEE model and is estimated for all possible family-link combinations. For some of these models (such as binomial and Poisson), there is no such scale parameter in theory. For these cases, the scale parameter should be one. To ensure that it is, we multiply the resulting variance matrix by the estimated scale parameter and then set the estimate to one.
If you are trying to obtain results that match other packages, keep in mind that they may not offer this feature. If not, you may obtain the unscaled results from Stata by specifying the scale(phi) option.
Learn
Free webinars
NetCourses
Classroom and web training
Organizational training
Video tutorials
Third-party courses
Web resources
Teaching with Stata
© Copyright 1996–2024 StataCorp LLC. All rights reserved.
×
We use cookies to ensure that we give you the best experience on our website—to enhance site navigation, to analyze usage, and to assist in our marketing efforts. By continuing to use our site, you consent to the storing of cookies on your device and agree to delivery of content, including web fonts and JavaScript, from third party web services.
Cookie Settings
Last updated: 16 November 2022
StataCorp LLC (StataCorp) strives to provide our users with exceptional products and services. To do so, we must collect personal information from you. This information is necessary to conduct business with our existing and potential customers. We collect and use this information only where we may legally do so. This policy explains what personal information we collect, how we use it, and what rights you have to that information.
These cookies are essential for our website to function and do not store any personally identifiable information. These cookies cannot be disabled.
This website uses cookies to provide you with a better user experience. A cookie is a small piece of data our website stores on a site visitor's hard drive and accesses each time you visit so we can improve your access to our site, better understand how you use our site, and serve you content that may be of interest to you. For instance, we store a cookie when you log in to our shopping cart so that we can maintain your shopping cart should you not complete checkout. These cookies do not directly store your personal information, but they do support the ability to uniquely identify your internet browser and device.
Please note: Clearing your browser cookies at any time will undo preferences saved here. The option selected here will apply only to the device you are currently using.