Hi Bruce,

I think that unnormalized sulcal depth would be useful. However, I am also 
curious what the units are in the standard output, because they appear to not 
be z-score standardized in each hemisphere.

Thanks again,
Simon


>H I Simon
>Do you need the unnormalized sulc? It would be pretty easy to put something in 
>to generate it
>Bruce
>
>> On Oct 22, 2015, at 3:23 PM, Simon Vandekar <[email protected]> 
>> wrote:
>>
>> Hi Bruce,
>>
>> I chose a random subject from the ADNI dataset and computed the mean and 
>> variance for the left and right hemispheres separately. It looks like the 
>> mean is close to 0, however the variance is not 1. Do you think it is 
>> possible that the surfaces are demeaned, but the units are still something 
>> meaningful (i.e. not unitless)?
>>
>>
>> sulc = read.table('rh.sulc.asc', header=FALSE, col.names=c('v', 'x', 'y', 
>> 'z', 'sulc'))
>>> mean(sulc$sulc)
>> [1] -1.236923e-08
>>
>>> var(sulc$sulc)
>> [1] 0.3276958
>>
>>> quantile(sulc$sulc)
>>      0%      25%      50%      75%     100%
>> -1.72503 -0.42128 -0.03963  0.40072  1.80980
>>
>>
>> Thanks again,
>> Simon
>>
>>
>>
>>
>>
>> Hi Simon
>>
>> they are originally mm, but I believe we z-score normalize them so that
>> the sulc file is 0 mean and unit variance.
>>
>> cheers
>> Bruce
>> On Wed, 21 Oct 2015, Simon
>> Vandekar wrote:
>>
>>> Dear Freesurfer experts,
>>>
>>>
>>> I am reading the manuscript "Cortical Surface-Based Analysis II: Inflation, 
>>> Flattening, and a Surface-Based Coordinate System" by Fischl, Sereno, and 
>>> Dale (1999) where the estimation of sulcal depth is described on page 199, 
>>> however from the description I am still unsure of the exact units of sulcal 
>>> depth.
>>> Are the units for sulcal depth in mm or are they in arbitrary units?
>>>
>>> Thanks in advance,
>>> Simon
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