Is GLMsingle really a wholesale replacement of its predecessor, GLMdenoise? #122
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Thank you for the information-rich message. In order for me to fully understand, a few questions: So, in your experiment, do all repeats for a given condition occur fully within a single run? Do you have the GLMsingle figure outputs (and/or the GLMdenoise figure outputs) handy that we can stare at to gather further information and diagnostics? Can you explain exactly how you quantify reliability? Do you split odd/even trials within each condition? For the approach in which you fit a design matrix with all trials for each condition in a single column, you get only one beta per condition, so how do you split that? Regarding NORDIC, imposing low rank on a given dataset makes other assumptions (e.g. makes structures more similar locally within a neighborhood of voxels). These types of assumptions target types of noise that are distinct from those targeted by GLMdenoise/GLMsingle. There are some risks of such approaches; you want want to take a look at https://doi.org/10.1371/journal.pone.0270895 and/or https://www.sciencedirect.com/science/article/pii/S1053811923002641 |
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Having worked with both GLMsingle and GLMdenoise, I believe that GLMdenoise is still relevant for experiment designs where the stimulus is repeated multiple times within a given run. My goal here is to compare the reliability of the beta values after denoising using either of the two approaches. The analysis is performed on one good subject with very small head movements. The details of my experiment design.
Figure 1
When I use GLMsingle to estimate the beta values. It changes the design matrix (as shown above) to designSINGLE where one column corresponds to each stimulus presentation. As expected in GLMsingle, the beta values estimated from "FITHRF GLMdenoise RR" gives the highest reliability score - correlation between the odd and even indices
Figure 2
However, when I use the original design matrix (Figure 1) and estimate the beta values using SPM, the reliability scores are much higher than GLMsingle even without any denoising. and using GLMdenoise package further improves the reliability scores
** Figure 3 **
Although, this needs to further tested with a large group of subjects and task conditions, it is well known that the estimates of the unknown weights in regression are stable with more observations per condition. Thus GLMsingle does not replace GLMdenoise in my opinion.
Looking forward to hear the thoughts of other researchers
Regards,
Aakash
p.s. The reliability of the beta estimates can be further improved by using NORDIC in addtion to GLMdenoise.
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