[pymvpa] group level test on decoding accuracy

Michael Hanke michael.hanke at gmail.com
Sun May 10 13:40:13 UTC 2015


FYI: the stelzer algorith is now available in PyMVPA.

Michael
On May 10, 2015 14:28, "Christopher J Markiewicz" <effigies at bu.edu> wrote:

> On 05/09/2015 12:49 PM, Jingwen Jin wrote:
> >
> > Hi MVPA experts,
> >
> > I have a general question about conducting group-level analysis on the
> > subjects' classification accuracy maps. Let's say I am doing a
> > one-sample t-test to find the voxels that have high classification
> > accuracy across subjects. Essentially, I am doing a t-test on percentage
> > numbers (SVM classification accuracy measured as percentage correct).
> > Since percentage is highly affected by the testing example numbers, and
> > in general would probably not meet the normal distribution assumption
> > for t-test.
> >
> > So my question is if people adjust for testing trial numbers or any sort
> > of transformation? For example, I converted each voxel's percentage
> > number to a z score at the individual subject's classification map
> > level, and then do group-level t-test on these z score maps. I wonder if
> > this is valid?
>
> What you describe sounds like the strategy used by Lee et al (2012)
> <https://dx.doi.org/10.1523/JNEUROSCI.3814-11.2012> so there's
> precedent. On the other hand, it's not clear to me how to do cluster
> thresholding for multiple comparisons correction properly, using this
> method. They use SPM8's random effects analysis, but if I recall
> correctly that requires smoothness assumptions, while MVPA analyses
> typically use unsmoothed volumes.
>
> There's also a much more intensive non-parametric test used by Stelzer
> et al. (2012) <https://dx.doi.org/10.1016/j.neuroimage.2012.09.063>, but
> it requires a lot of computing time and at least temporary storage space.
>
> --
> Christopher J Markiewicz
> Ph.D. Candidate, Quantitative Neuroscience Laboratory
> Boston University
>
>
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