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SPM  November 2010

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Subject:

Re: [ERP] Significance level and correction for multiple comparison

From:

Roberto Viviani <[log in to unmask]>

Reply-To:

[log in to unmask][log in to unmask]<mailto:[log in to unmask]>> wrote:
Dear John,

I am coming back to this issue as I am not sure I understand how to deal with it. I get this warning when displaying with "Display" DICOM-converted images (T1-weighted volumes, using the SPM tool -scanner was a General Electric SIGNA HDx 3.0T). Comparing the V.mat and V.mat0 for some images reveals no difference up to the 4th decimal, whereas for others there is a big difference at values in the 4th column (see below for example). My aim is to do VBM using DARTEL. I am not sure I understood how to deal with this - should I try some other utility to convert the DICOM files (are there any you would recommend?). Is it right that I cannot use DARTEL for VBM while N.mat and N.mat0 differ like this?

Thanks very much for help in advance.

Kind regards,
yannis

ans =

-1.0906 0.0005 0.0846 134.5624
-0.0841 -0.0062 -1.0967 100.3869
0 1.0938 -0.0063 -153.4530
0 0 0 1.0000

ans =

-1.0906 0.0005 0.0846 132.5624
-0.0841 -0.0062 -1.0967 144.3869
-0.0000 1.0938 -0.0063 -154.4530
0 0 0 [log in to unmask]

Date:

Mon, 1 Nov 2010 14:59:39 +0100

Content-Type:

text/plain

Parts/Attachments:

Parts/Attachments

text/plain (82 lines)

> Good point, I mean that the MRI observations have Rician-distributed
> noise. My question however remains, is this considered in SPM or is it
> assumed that the noise is Gaussian?

There is no single distribution that holds for all MRI data used in  
practice. Voxel-based morphometry data, for example, are probability  
values bounded between 0 and 1. Other data are ratios of random  
variables.

There are two distributional issues to consider in general: marginal  
(the distribution of the data seen voxel by voxel) and joint (viewed  
multivariately). In the SPM approach, the first affects the marginal  
distribution of the parametric map, the second the exactness of the  
correction for multiple comparisons.

In general, the marginal distribution may not be the same over the  
volume. So it isn't very useful to think of it as just one  
distribution. But anyway the parametric map will marginally tend to  
normality for large samples, as those commonly found in functional  
MRI. So for fMRI/EPI, I would not worry much about distributional  
issues arising from the EPI signal. Besides, 'EPI-specific noise' has  
a limited influence on the distribution of residuals at the second  
level, which is where you carry out inference. Instead, the dominant  
source of variance arises from the subject-to-subject variation of the  
effect of interest.

The sensitivity of the test to violations of distributional  
assumptions depends on the test statistic. Voxelwise corrections  
(which use the maximum  over the volume as test statistic) are quite  
sensitive to marginal violations, and much less to joint  
distributional violations. In contrast, cluster-level corrections  
(using the maximum cluster size) are very sensitive to violations of  
the joint distributional assumption.

There is a simple way to correct for marginal volations: rank the data  
voxel by voxel, and carry out a permutation test. The issue of  
corrections for joint distributional assumptions is a topic of active  
research.

Best wishes,
Roberto Viviani


>
> /Anders
>
> 2010-10-31 10:19, Gael Varoquaux skrev:
>> On Sat, Oct 30, 2010 at 07:45:07PM +0200, Anders Eklund wrote:
>>
>>> An interesting discussion, do you know if SPM uses the fact that the
>>> noise in MRI is Rician distributed and not Gaussian distributed?
>>>
>> Forgive me for asking a naive question, but is the noise in fMRI really
>> Rician-distributed? The MRI-observation noise is Rician-distributed. I
>> believe that this comes directly from the measurement process. However,
>> with EPI, there are much more processes contributing to 'noise' than
>> imaging noise, such as residual movement or vascular and respiratory
>> noise.
>>
>> I am not even sure that the EPI-specific noise (such as
>> field-inhomogeneity fluctuations that can clearly be seen in the
>> ventricles) are Rician-distributed. If someone on the mailing-list who
>> understands the physics behind the EPI noise could enlight me, I'd be
>> much obliged.
>>
>> Gael
>>
>
> -- 
> --
> -----------------------------------------------------------------------
>
> Anders Eklund
> Phd student
>
> Medical Informatics,  Department of Biomedical Engineering
> CMIV, Center for Medical Image Science and Visualization
>
> Tel:  +46 73 6003790        mail: [log in to unmask]
> Fax:  +46 13 101902         web: http://www.wanderineconsulting.com/
> -----------------------------------------------------------------------

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