AFNI Message Board

Dear AFNI users-

We are very pleased to announce that the new AFNI Message Board framework is up! Please join us at:

https://discuss.afni.nimh.nih.gov

Existing user accounts have been migrated, so returning users can login by requesting a password reset. New users can create accounts, as well, through a standard account creation process. Please note that these setup emails might initially go to spam folders (esp. for NIH users!), so please check those locations in the beginning.

The current Message Board discussion threads have been migrated to the new framework. The current Message Board will remain visible, but read-only, for a little while.

Sincerely, AFNI HQ

History of AFNI updates  

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April 04, 2013 11:29AM
The terms "fixed-effects" vs "random-effects" are a twisted mess in the FMRI field that started from the early days.

A random-effects model requires multiple measurements from each subject so that the deviations of each subject from the group average can be modeled as a cross-subjects variable. In this sense the traditional ANOVA with at least one within-subject (or repeated-measures) factor is a random-effects model, but strictly speaking Student t-test is not.

However, the term "random-effects model" is widely used in the FMRI literature unfortunately. What they really mean is that there is an underlying assumption with such a claim: the within-subject variance is the same across all subjects. So it's actually a pseudo random-effects model, and the assumption does not really hold most of the time. Under that assumption, the Student t-test (e.g., with 3dttest++) is basically a special case of the mixed-effects multilevel (or random-effects multilevel) model adopted in 3dMEMA.

On the other hand, the term "fixed-effects analysis" in FMRI is specifically used to refer to the situation with only a few subjects, or when combining a few runs/sessions. And the analysis is done typically with two alternatives: either 1) combine all subjects/runs/sessions' data, and run one regression analysis, or 2) run regression analysis per run/session/subject, and then combine their effect estimates through weighted average but assuming no across-runs/sessions/subjects variability.

But there is another scenario where "fixed-effects analysis" may prevail. Nowadays not many people run "fixed-effects analysis" only. Instead, the typical "fixed-effects analysis" is performed when the individual subject data are analyzed for each run/session separately. In other words, once you have the effect estimates from each run/session, before the group analysis step, you combine the multiple effect estimates from runs/sessions for each subject through the so-called "fixed-effects analysis". In AFNI, you could analyze the individual subject data with all runs/sessions concatenated, so the "fixed-effects analysis" is not always necessary. But in other software packages the concatenation capability does not exist, therefore the "fixed-effects analysis" step is very popular.

Gang



Edited 5 time(s). Last edit at 04/04/2013 12:02PM by Gang.
Subject Author Posted

Fixed and random effect

andek April 04, 2013 08:55AM

Re: Fixed and random effect

andek April 04, 2013 10:20AM

Re: Fixed and random effect

gang April 04, 2013 11:29AM

Re: Fixed and random effect

chirag90in May 21, 2019 10:57PM

Re: Fixed and random effect

gang May 22, 2019 02:16PM

Re: Fixed and random effect

chirag90in May 22, 2019 04:10PM

Re: Fixed and random effect

gang May 23, 2019 12:19PM

Re: Fixed and random effect

chirag90in May 23, 2019 01:10PM