no, but I think SUMA does. Check it out. I'll cc Ziad so he can chime in.

cheers
Bruce
On

Wed, 29 Oct 2014, Douglas N Greve wrote:

> This is not something we support.
>
> On 10/29/2014 10:32 AM, Alexandre Routier wrote:
>> What I wanted to say is that there is the exact number of points of
>> the pial surface for each subject and if I look to the i-th vertex of
>> the pial surface of a given subject, it should be located on the same
>> area for another subject.
>>
>> Alexandre
>>
>> 2014-10-29 15:25 GMT+01:00 Douglas N Greve <greve@nmr.mgh.harvard.edu
>> <mailto:greve@nmr.mgh.harvard.edu>>:
>>
>>
>>     I'm not sure what you mean by working with the pial surfaces with
>>     respect to point-to-point correspondence. Can you give more info?
>>     doug
>>
>>     On 10/29/2014 06:29 AM, Alexandre Routier wrote:
>>    > Dear all,
>>    >
>>    > I would like to work with the pial surfaces of my database and more
>>    > particularly with a point-to-point correspondance between each
>>    > subject. But I didn't find how to do that, only for longitudinal
>>    > analysis of a single subject which I am not interested.
>>    >
>>    > Thanks in advance for you help,
>>    > Alexandre
>>    >
>>    >
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>>     --
>>     Douglas N. Greve, Ph.D.
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