Hi Lars,
In the interim you might want to take a look at thread below about this
issue where I discuss some admittedly imperfect approaches pending doug's
tool
carl schwartz
On 3/11/09 3:32 PM, "Douglas N Greve" <greve(a)nmr.mgh.harvard.edu> wrote:
Not yet. I have some experimental software to do this but it is not
ready for release. "Soon".
doug
Lars M. Rimol wrote:
> Hi,
> This is perhaps a tricky problem. I have created a lh STG label using
> "custom fill" and the "up to functional threshold" option and
> retrieved the data from those vertices. This label is just a minor
> portion of the entire STG parcellation. Now I would like to compare to
> the homologous area in the right hemisphere. Short of using the
> annotation labels and thereby chosing the entire parcellation, is
> there any way to get the vertex numbers for "the same" area in the
> right hemisphere?
>
>
> Thank you!
>
>
> --
> yours,
> LMR
> ------------------------------------------------------------------------
>>>>>>>>>>>>>>>>>
---------------------------- Original Message ----------------------------
Subject: [Freesurfer] A question about symmetry between two hemisphere
From: carl(a)nmr.mgh.harvard.edu
Date: Mon, January 19, 2009 12:35 am
To: freesurfer(a)nmr.mgh.harvard.edu
--------------------------------------------------------------------------
hi yczhang,
see also my reply on Dec 2 2008 to frederic.andersson(a)univ-tours.fr re
similar question -- search freesurfer archives on "comparing hemispheres"
Ultimately to look at the symmetry question properly, we will need Doug's
tool. In the interim, below is one, admittedly imperfect approach.
Suppose you have a cluster of thickness difference (or bold signal) in one
hemisphere between 2 groups. Create your own average subject (to increase
accuracy of visualization (but fs average would work as well). Then
hand-draw the analogous cluster in the other hemisphere. To do so, you
would need to determine the min and max values that occur in x, y, z in
talairach space and additional control points as required for the cluster
or region where the primary finding occurs . Then flip the sign on the x
coordinates and hand draw the cluster in the opposite hemisphere, guided
by the tal coodinates. Determine the variable of interest (mean
thickness, mean bold signal, etc) in the "mirror" cluster. Input that
variable into a glm/anova (outside of freesurfer) where side, group,
variable of interest and test for whether there is a side x variable
interaction, suggestive of a truly lateralized finding. Remember that the
test statistic/significance level for the PRIMARY hemisphere finding is
not appropriate to report as it is inherently biased (it is defined as the
region where there is a significant between group difference. It is the
"mirror" contra-lateral and the presence or absence of a side x variable
interaction that is the focus. You might also be able to simply analyze
the mirror cluster alone without putting the other side into the anova
since it, unlike the primary finding cluster, is not a biased metric.
best,
carl schwartz
>>>>>>>>>>>>
no, the vertex index is essentially arbitrary and you can't use it to
compare left and right. Doug had some tools for this, but I'm not sure
whether they are ready for primetime yet.
cheers,
Bruce
On Sun, 18 Jan 2009, Zhangyuanchao wrote:
> Dear Expert,
>
> I want to exame the symmetry property of two hemispheres,for example,
symmetry of cortical thickness or lgi, I want to know whether the same ID
of the two hemispheres after resampling using the average pial
surface corespond to the same anatomical region.
>
>
>
> For example,
>
> ID=1000,
> For the left hemisphere, the vertex 1000 corespond to 'medial_wall';
what about the vertex 1000 on the right hemisphere? Is it also corespond
to the same anatomical region "medial_wall" so that we can compare their
cortical thickness of vertex 1000 on both left and right hemisphere to
exame the symmetry property.
>
>
> Thanks a lot!
> yczhang
>