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  <title>NITRC CONN : functional connectivity toolbox Forum: help</title>
  <link>http://www.nitrc.org/forum/forum.php?forum_id=1144</link>
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  <item>
   <title>Denoising error after patch</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=16001&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Hello,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;I have a project utilizing fmriprep preprocessed data with Conn 25b. At the denoising window I have received errors akin to the earlier threads about patching the conn.m file. As such, I saved my project, closed Conn, and updated the file. Upon attempted to use the denoising tab again, I still received errors along with warnings.&amp;amp;nbsp;&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;rtcContent&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;Creating QC displays. Please wait...&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;QC_DOF, QC_PeakFC, QC_IqrFC, QC_MeanFC, and QC_StdFC 2nd-level covariates updated&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;warning: unable to create QA_COV plot&amp;lt;br&amp;gt;Unable to perform assignment because the size of the left side is 3-by-1 and the size of the right side is 0-by-1.&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;QA plots stored in folder F:\conn_ADHD20025b\results\qa\QA_GUIrequest_DataSensitivity_2026_05_02&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;Creating QC displays. Please wait...&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;Warning! Empty correlation data&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S53B6673B0&amp;quot;&amp;gt;ERROR DESCRIPTION:&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;Index exceeds the number of array elements. Index must not exceed 1.&amp;lt;br&amp;gt;Error in conn (line 7641)&amp;lt;br&amp;gt;if ~isempty(CONN_x.Preproc.qa.folders{2})&amp;amp;amp;&amp;amp;amp;isfield(CONN_x.Preproc.qa,'options2')&amp;amp;amp;&amp;amp;amp;isequal(testoptions,CONN_x.Preproc.qa.options2), &amp;lt;br&amp;gt;^^^^^^^^^^^^^^^^^^^^^^^^^^^^&amp;lt;br&amp;gt;Error in conn_menumanager (line 125)&amp;lt;br&amp;gt;feval(CONN_MM.MENU{n0}.callback{n1}{1},CONN_MM.MENU{n0}.callback{n1}{2:end}); &amp;lt;br&amp;gt;^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;Additionally, I also attempted to use the &amp;quot;compute scrubbing&amp;quot; function at setup with the fmriprep dvars and framewise displacement in order as a suggested fix for this as well. The only way I was able to do that process without errors was by listing the names of the dvars and framewise covariates separated by a comma in the options. However, the resulting scrubbing covariate appears as just a straight line, and the 2nd level covariates do not appear accurate (QC_ValidScans, QC_ProportionValidScans, QC_MeanMotion, QC_MeanGSchange lists as zero/NaN for all particpants, QC_InvalidScans lists all the scans for every participant). When I attempted to use only framewise displacement for the scrubbing calculation, I received the following error:&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;rtcContent&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;compute scrubbing&amp;lt;br&amp;gt;thr=[5 0.9]&amp;lt;br&amp;gt;extension=1&amp;lt;br&amp;gt;Input=allsessions_framewise_displacement&amp;lt;br&amp;gt;Output=scrubbing&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;created file F:\fmriprep1.25\fmriprep\fmriprep\sub-0010002\ses-1\func\scrubbing_sub-0010002_ses-1_task-rest_run-2_desc-confounds_regressors_framewise_displacement.mat&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;ERROR DESCRIPTION:&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;Index in position 2 is invalid. Array indices must be positive integers or logical values.&amp;lt;br&amp;gt;Error in conn_convertl12l1covariate (line 293)&amp;lt;br&amp;gt;y5(nsub)=max(y5(nsub), max(abs(data(:,end-1)),[],1) );% MaxGSchange&amp;lt;br&amp;gt;^^^^^^^^^^^^^&amp;lt;br&amp;gt;Error in conn_convertl12l1covariate (line 89)&amp;lt;br&amp;gt;ocov=conn_convertl12l1covariate('scrubbing',answ{:});&amp;lt;br&amp;gt;^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^&amp;lt;br&amp;gt;Error in conn (line 4966)&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;opt=conn_convertl12l1covariate('?',opts{:});&amp;lt;br&amp;gt;^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^&amp;lt;br&amp;gt;CONN25.b&amp;lt;br&amp;gt;SPM25 + DAiSS DEM FieldMap MEEGtools&amp;lt;br&amp;gt;Matlab v.2026a&amp;lt;br&amp;gt;project: CONN22.v2407&amp;lt;br&amp;gt;storage: 5942.5Gb available&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;spm @ C:\Users\jnnea\OneDrive\Documents\MATLAB\spm25&amp;lt;br&amp;gt;conn @ C:\Users\jnnea\OneDrive\Documents\MATLAB\conn25b&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;&amp;lt;!-- [if mso]&amp;gt;&amp;lt;br&amp;gt;&amp;lt;![endif]--&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;&amp;amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;Assistance to navigate these errors would be greatly appreciated.&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;&amp;amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;Thanks,&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&amp;quot;S2BBEAD5A0&amp;quot;&amp;gt;Josh&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;</description>
   <author>Joshua Neal</author>
   <pubDate>Sat, 02 May 2026 22:19:03 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=16001&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: How to report which was the ART parameters used (SOLUTION)</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15986&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Hi Renzo,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thank you very much for that. Just to complement your point, another way in relatively new releases of CONN to get this information is by clicking on the '&amp;lt;em&amp;gt;Describe Methods&amp;lt;/em&amp;gt;' button in the Setup tab, as that will create a paragraph describing the methods used in your dataset during preprocessing, including the description of which specific threshold values were used to identify outlier scans.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hope this helps&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by Renzo Torrecuso:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hi all,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Just to feed this forum with information I until recently was strugling to discover, and now hopefully a search on ChatGPT will be enough to discover.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;In case anyone might ask to prove which were de Framewise Displacement used, it&amp;amp;acute;s availabel at the projects folder, logfile.txt and search for &amp;quot;art.motion_threshold&amp;quot;.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hope this might be useful.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Cheers&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Renzo&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 23:44:52 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15986&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Error during denoising</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15988&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Dear Yann,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thanks for reporting this error, please see the thread https://www.nitrc.org/forum/forum.php?thread_id=15972&amp;amp;amp;forum_id=1144 for a patch fixing this error, and please let me know if you still run into any issues.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Best&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by Yann Quide:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Dear Alfonso and other CONN users,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;While denoising my data, I encounter the below error. Denoising does not finish at all, stopped at step 4/6.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Not sure what is going on.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Did anyone previously experienced something similar?&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Details of the error message and local specs are below.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Many thanks in advance.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Best regards,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Yann&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;ERROR DESCRIPTION:&amp;lt;br&amp;gt;&amp;amp;nbsp;&amp;lt;br&amp;gt;Error using cellfun&amp;lt;br&amp;gt;Input #2 expected to be a cell array, was double instead.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn_process (line 2015)&amp;lt;br&amp;gt;&amp;amp;nbsp;enames=cellfun(@(nroi)arrayfun(@(n)sprintf('%s_%d',names{nroi},n),1:size(data{nroi},2),'uni',0),1:numel(data),'uni',0);&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn_process (line 69)&amp;lt;br&amp;gt;&amp;amp;nbsp;case {'preprocessing_gui','denoising_gui'}, conn_disp(['CONN: RUNNING DENOISING STEP']); conn_process([1.5,2,6:9],varargin{:});&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn (line 7909)&amp;lt;br&amp;gt;&amp;amp;nbsp;conn_process('denoising_gui'); ispending=false;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn_menumanager (line 125)&amp;lt;br&amp;gt;&amp;amp;nbsp;feval(CONN_MM.MENU{n0}.callback{n1}{1},CONN_MM.MENU{n0}.callback{n1}{2:end});&amp;amp;nbsp;&amp;lt;br&amp;gt;CONN25.b&amp;lt;br&amp;gt;SPM12 + AAL3 DAiSS DEM FieldMap MEEGtools TFCE cat12 suit&amp;lt;br&amp;gt;Matlab v.2022a&amp;lt;br&amp;gt;project: CONN25.b&amp;lt;br&amp;gt;storage: 5143.7Gb available&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 23:38:26 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15988&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Framewise Displacement Settings: What is the literature support for the intermediate setting (FD 0.9 + std 6)?</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15989&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Dear Renzo,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Rather than absolute thresholds or any form of one-size-fits-all solution for denoising I would advocate for adapting the denoising strategy to the needs of each individual dataset, and that includes choosing the specific scrubbing thresholds that work best in your data (see for example Wang et al. 2024 for discussing the relatively heterogeneous performance of individual denoising strategies across datasets). It is from that perspective where I am hoping that the new additions to the Denoising &amp;amp;amp; QC tab in CONN (providing several &amp;lt;span style=&amp;quot;font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, Oxygen, Ubuntu, Cantarell, 'Open Sans', 'Helvetica Neue', sans-serif;&amp;quot;&amp;gt;measures that jointly quantify the quality of your data after denoising&amp;lt;/span&amp;gt;) will help researchers&amp;amp;nbsp; evaluate different denoising thresholds/approaches and find those &amp;quot;optimal&amp;quot; strategies for each dataset, moving beyond the limitations of fixed/normative recommendations.&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hope this helps&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Wang, H. T., Meisler, S. L., Sharmarke, H., Clarke, N., Gensollen, N., Markiewicz, C. J., ... &amp;amp;amp; Bellec, P. (2024). Continuous evaluation of denoising strategies in resting-state fMRI connectivity using fMRIPrep and Nilearn. PLOS Computational Biology, 20(3), e1011942.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by Renzo Torrecuso:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Dear Alfonso and or CONN experts,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Given that Power 2012 is the consensus on the Art settings for framewise displacement (0.5 + 3 std), does anyone know a solid literature advocating for the reliability of results found with intermediate&amp;amp;nbsp; setting (0.9 + 6 std)?&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Any input is highly appreciated.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;All best&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Renzo&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 23:35:16 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15989&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Misaligned functional mask in Denoising tab despite using default preprocessing pipeline</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15992&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Dear Minsu Kim&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Not sure what could have caused this, but it appears your anatomical image may have not gone through the standard preprocessing pipeline (the anatomical image in your attached figure should be already skull-stripped). Perhaps normalization/segmentation failed badly, but you are right that if that was the case that would have resulted in a notably lower value for that subject's QC_NORM_struct. Just for sanity, I would check perhaps in Setup.structurals whether that subject's anatomy is actually pointing to the fully-preprocessed anatomical images (e.g. named wc0cT1.nii) instead of pointing to the original images (e.g. named T1.nii) or some other intermediate files.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hope this helps&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by mskim_usc:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;7&amp;quot;&amp;gt;Dear Dr. Alfonso and the CONN community,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;8&amp;quot;&amp;gt;I am currently analyzing resting-state fMRI data for 12 PPMI subjects using the default preprocessing pipeline in the latest version of CONN.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;9&amp;quot;&amp;gt;While reviewing the Denoising tab, I noticed that the functional brain mask (BOLD %) does not align correctly with the anatomical image for 2 subjects. One of them is a subject already excluded due to severe motion, which I can understand. However, the other one (Subject 3) was not excluded, yet still shows a severe misalignment (please see the attached image).&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;10&amp;quot;&amp;gt;I found some forum posts mentioning this might be a centering or normalization issue. However, I ran the default preprocessing pipeline, which I believe already includes automatic centering. Furthermore, when I checked the 2nd-level QA covariates related to normalization, Subject 3 did not seem to show any obvious outlier flags.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;11&amp;quot;&amp;gt;Could you please advise why this misalignment occurred despite using the default pipeline? Is there a specific QA metric I am missing that should have caught this, and how can I manually fix this specific subject?&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;12&amp;quot;&amp;gt;I have attached a single screenshot showing the misaligned brain map for your reference.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;13&amp;quot;&amp;gt;Thank you&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-path-to-node=&amp;quot;13&amp;quot;&amp;gt;-minsu kim-&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 20:49:51 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15992&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Error in Denoising &amp;amp; Quality Control tab after batch import of preprocessed data</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15972&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;sorry I am having trouble uploading attachments, you may download this patch file directly from https://github.com/alfnie/conn/blob/master/conn.m&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Originally posted by Alfonso Nieto-Castanon:&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hi Brent and Fabian,&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Sorry about this, this condition should produce simply a warning but not an error. I am attaching a patch to fix this issue (to use this patch simply download the attached conn.m file to your conn distribution folder overwriting the file with the same name there; also CONN's github repository has already been updated to include this patch in the latest version). In general, to be able to compute some of the data validity/quality/sensitivity scores CONN needs to have some minimal set of quality control variables created, particularly about subject motion and potential outlier scans. If you are importing an already preprocessed data, simply run the preprocessing step named &amp;quot;functional outlier detection (ART-based identification of outlier scans for scrubbing)&amp;quot; and that will create the variables CONN needs. Alternatively, you can also manually define potential outlier scans from your own timecourses (e.g. if you already have DVARS and FD timeseries) from the menu&amp;amp;nbsp;Setup -&amp;amp;gt; Covariates (1st-level) -&amp;amp;gt; 1st-level covariate tools -&amp;amp;gt; compute new/derived 1st-level covariates -&amp;amp;gt; compute 'scrubbing', and that will also create the variables CONN needs (namely QC_ProportionValidScans, QC_InvalidScans, QC_MeanMotion) in order to be able to compute some of those quality control scores.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hope this helps&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Originally posted by Brent Stewart:&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Replying because I am encountering the same issue. Not using batch script. Just using the GUI with already preprocessed data. When in the Denoising &amp;amp;amp; Quality Control tab, the same error described here appears.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hopefully someone who has solved this issue has suggestions to share.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thanks&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Originally posted by Fabian Wissing:&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Dear CONN community,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;I &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;am &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;importing &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;already &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;preprocessed &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;functional &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;data, &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;masks, &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;and &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;covariates &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;into &amp;lt;/span&amp;gt;&amp;lt;strong data-start=&amp;quot;515&amp;quot; data-end=&amp;quot;556&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;hover:entity-accent entity-underline inline cursor-pointer align-baseline&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;whitespace-normal&amp;quot;&amp;gt;CONN toolbox&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;using &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;following &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;batch &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;script:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;clear batch;&amp;lt;br&amp;gt;batch.filename=fullfile(conn_dir,'conn_batch_new.mat');&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;batch.Setup.isnew=1;&amp;lt;br&amp;gt;batch.Setup.done=1;&amp;lt;br&amp;gt;batch.Setup.overwrite=1;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;batch.Setup.nsubjects=1;&amp;lt;br&amp;gt;batch.Setup.RT=2;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;conditions = {'rest','cond1', 'cond2', 'cond3', 'cond4'};&amp;lt;br&amp;gt;nconditions = numel(conditions);&amp;lt;br&amp;gt;batch.Setup.covariates.names = {'realignment'};&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;batch.Setup.functionals{nsub} = {fullfile(data, 'swarfunc.nii')};&amp;lt;br&amp;gt;batch.Setup.structurals{nsub} = {fullfile(data, 'swmanat.nii')};&amp;lt;br&amp;gt;batch.Setup.masks.Grey{nsub} = {fullfile(data, 'gm_mask.nii')};&amp;lt;br&amp;gt;batch.Setup.masks.White{nsub} = {fullfile(data, 'wm_mask.nii')};&amp;lt;br&amp;gt;batch.Setup.masks.CSF{nsub} = {fullfile(data, 'csf_mask.nii')};&amp;lt;br&amp;gt;batch.Setup.covariates.files{1}{nsub} = {fullfile(data, 'rp_func.txt')}; conds = load(fullfile(data, 'conditions.mat'));&amp;lt;br&amp;gt;for ncond=1:numel(conditions)&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; if ncond==1&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.names{ncond} = 'rest';&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.onsets{ncond}{nsub}{1}=0;&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.durations{ncond}{nsub}{1}=inf;&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; else&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.names{ncond} = conds.names{ncond-1};&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.onsets{ncond}{nsub}{1}=conds.onsets{ncond-1};&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; batch.Setup.conditions.durations{ncond}{nsub}{1}=conds.durations{ncond-1};&amp;lt;br&amp;gt;&amp;amp;nbsp; &amp;amp;nbsp; end&amp;lt;br&amp;gt;end&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;batch.Denoising.done=1;&amp;lt;br&amp;gt;batch.Denoising.overwrite=1;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;batch.QA.foldername = [fullfile(project_dir, 'results','qa','CONN_2026')];&amp;lt;br&amp;gt;batch.QA.plots = {'QA_DENOISE histogram';&amp;lt;br&amp;gt;'QA_DENOISE timeseries';&amp;lt;br&amp;gt;'QA_DENOISE FC-QC';&amp;lt;br&amp;gt;'QA_DENOISE scatterplot'};&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;conn_batch(batch);&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;The &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;script &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;runs &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;without &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;errors. &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;However, &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;when &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;opening &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;project using&amp;amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;GUI &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;and &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;selecting &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;strong data-start=&amp;quot;2202&amp;quot; data-end=&amp;quot;2233&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Denoising &amp;amp;amp; &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Quality &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Control&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;tab, &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;I &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;get &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;following &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;error:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Unable to compute Data Sensitivity. Expected the following QC_ 2nd-level&amp;lt;br&amp;gt;covariates:&amp;amp;nbsp;&amp;lt;br&amp;gt;QC_ProportionValidScans|QC_MeanMotion|QC_MeanGSchange|QC_NORM_struct|QC_DOF|QC_PeakFC|QC_StdFC&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;ERROR DESCRIPTION:&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Index exceeds the number of array elements. Index must not exceed 0.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn (line 7570)&amp;lt;br&amp;gt;&amp;amp;nbsp; if&amp;lt;br&amp;gt;conn_existfile(fullfile(CONN_x.Preproc.qa.folders{3},'DataSensitivityScore.mat'))&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Error in conn_menumanager (line 125)&amp;lt;br&amp;gt;&amp;amp;nbsp;&amp;amp;nbsp;&amp;lt;br&amp;gt;feval(CONN_MM.MENU{n0}.callback{n1}{1},CONN_MM.MENU{n0}.callback{n1}{2:end});&amp;lt;br&amp;gt;CONN25.b&amp;lt;br&amp;gt;SPM12 + DAiSS DEM FieldMap MEEGtools&amp;lt;br&amp;gt;Matlab v.2023b&amp;lt;br&amp;gt;project: CONN25.b&amp;lt;br&amp;gt;storage: 5923.6Gb available&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;2751&amp;quot; data-end=&amp;quot;2794&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;In &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;strong data-start=&amp;quot;2758&amp;quot; data-end=&amp;quot;2789&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Denoising &amp;amp;amp; &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Quality &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Control&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;tab, n&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;o &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;figures appear &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;in &amp;lt;/span&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Preview &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Effect &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;of &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Denoising,&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;and all &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;QC &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;parameters &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;have &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;question &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;marks. &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;The &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;folder &amp;lt;/span&amp;gt;&amp;lt;code data-start=&amp;quot;2900&amp;quot; data-end=&amp;quot;2922&amp;quot;&amp;gt;results/qa/CONN_2026&amp;lt;/code&amp;gt; &amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;only &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;contains:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-start=&amp;quot;2939&amp;quot; data-end=&amp;quot;3010&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li data-start=&amp;quot;2939&amp;quot; data-end=&amp;quot;2968&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;2941&amp;quot; data-end=&amp;quot;2968&amp;quot;&amp;gt;&amp;lt;code data-start=&amp;quot;2941&amp;quot; data-end=&amp;quot;2968&amp;quot;&amp;gt;QA_DENOISE.subject001.mat&amp;lt;/code&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li data-start=&amp;quot;2969&amp;quot; data-end=&amp;quot;3010&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;2971&amp;quot; data-end=&amp;quot;3010&amp;quot;&amp;gt;&amp;lt;code data-start=&amp;quot;2971&amp;quot; data-end=&amp;quot;3010&amp;quot;&amp;gt;QA_DENOISE_scatterplot.subject001.mat&amp;lt;/code&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;3012&amp;quot; data-end=&amp;quot;3052&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;and &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;none &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;of &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;other &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;expected &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;QA &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;files.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;3054&amp;quot; data-end=&amp;quot;3230&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Could &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;this &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;indicate &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;that &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;some &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;QA &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;or &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;QC &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;covariates &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;were &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;not &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;generated &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;during &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;the &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;batch &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;processing? &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Is &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;there &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;an &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;additional &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;step &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;required &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;when &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;importing &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;already-&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;preprocessed &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;data?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p data-start=&amp;quot;3232&amp;quot; data-end=&amp;quot;3262&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;Thank &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;you &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;for &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;any &amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;BZ_Pyq_fadeIn&amp;quot;&amp;gt;suggestions.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 20:08:24 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15972&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Denoising Error</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15994&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;&amp;lt;span style=&amp;quot;font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, Oxygen, Ubuntu, Cantarell, 'Open Sans', 'Helvetica Neue', sans-serif;&amp;quot;&amp;gt;sorry I am having trouble uploading attachments, you may download this patch file directly from&amp;amp;nbsp;&amp;lt;/span&amp;gt;https://github.com/alfnie/conn/blob/master/conn_process.m&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by Alfonso Nieto-Castanon:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Hi Yann &amp;amp;amp; Jeff,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thank you for looking into and reporting this issue! This was indeed a bug in the code when using the 'create confound-corrected ROI BOLD timecourse .csv files' option in Setup.Options. I am attaching below a patch for this (this patch is for release 25b, to use this patch simply copy the attached conn_process.m file to your CONN distribution folder overwriting the file with the same name there; this patch is also already incorporated into CONN's latest code version at github.com/alfnie/conn). Please let me know if you are still running into any issues&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thanks again!&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by Yann Quide:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thanks Jeff!&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;I will give this a try, but it does not feel like a sustainable, long term solution.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Would be great to see if there is any actual fix to this!?&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Cheers,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Yann&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 20:06:04 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15994&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Misalignment and deformation appearing only at denoising step</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15985&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Dear Adrian,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;This would not be a deformation per se (as denoising does not modify the anatomy; the mean functional image across all timepoints will be exactly the same before or after denoising) but I imagine the misalignment that you describe could possibly arise from an incorrect analysis mask. The analysis mask is defined in the Setup.Options tab; typically this is defined automatically to point to a standard brainmask in MNI-space, but it can also be defined differently to match the proper space of your data. In general the denoised data will be masked to only include brain voxels but if the analysis mask is incorrectly defined this could cause a mismatch between the functional and anatomical data.&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;That said, your Figure 1 connectivity scatter plots also seem to show a very-strange lack of spatial autocorrelation in your data&amp;amp;nbsp; before denoising (over short distances voxels would tend to show higher connectivity, but I do not see that in your connectivity-vs-distance plots). This is perhaps unrelated but I would double-check the data before denoising to make sure that everything looks fine there (if in doubt send me a functional run and I will take a closer look)&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Best regards&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Alfonso&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;Originally posted by adrianrc:&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;Dear CONN users,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;I am encountering an issue with my preprocessing/denoising pipeline that I cannot explain.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Dataset:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Structural images: T1.nii (256&amp;amp;times;256&amp;amp;times;256, 1&amp;amp;times;1&amp;amp;times;1 mm)&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Functional images: fmri.nii (96&amp;amp;times;96&amp;amp;times;54&amp;amp;times;400 volumes, 2.5&amp;amp;times;2.5&amp;amp;times;2.5 mm)&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;N = 100 subjects&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Pipeline:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Default CONN preprocessing pipeline&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;No custom modifications&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Preprocessing results:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Functional (smoothed, MNI space): swaufmri.nii (91&amp;amp;times;109&amp;amp;times;91&amp;amp;times;400, 2&amp;amp;times;2&amp;amp;times;2 mm)&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Structural (MNI space): wc0T1.nii (181&amp;amp;times;217&amp;amp;times;181, 1&amp;amp;times;1&amp;amp;times;1 mm)&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;The preprocessing step completes successfully for all subjects with no errors.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Importantly:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;swaufmri.nii and wc0T1.nii are perfectly aligned for every subject&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Same origin&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Alignment verified using SPM CheckReg and MRIcroGL&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Issue:&amp;lt;/strong&amp;gt;&amp;lt;br&amp;gt;The problem appears only at the &amp;lt;strong&amp;gt;denoising step&amp;lt;/strong&amp;gt;:&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ol start=&amp;quot;1&amp;quot; data-spread=&amp;quot;true&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;In the CONN denoising viewer:&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Functional and structural images appear strongly misaligned &amp;lt;strong&amp;gt;(Fig. 1)&amp;lt;/strong&amp;gt;&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;In some cases, the functional images look visibly deformed&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;After denoising:&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;The resulting dswaufmri.nii images appear distorted &amp;lt;strong&amp;gt;(Fig. 2)&amp;lt;/strong&amp;gt;&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;This deformation was not present in any earlier preprocessing outputs&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;No error messages are produced at any stage&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Final connectivity results are clearly invalid&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ol&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;img 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width=&amp;quot;324&amp;quot; height=&amp;quot;348&amp;quot;&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;FIGURE 1&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;&lt;br /&gt;
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&amp;quot; width=&amp;quot;536&amp;quot; height=&amp;quot;217&amp;quot;&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;FIGURE 2&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Importantly:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;All preprocessing outputs (including swaufmri.nii) look correct outside CONN &amp;lt;strong&amp;gt;(Fig. 3)&amp;lt;/strong&amp;gt;&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;The issue seems to appear only within CONN at the denoising stage and in the resulting dswaufmri.nii files&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;img 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&amp;quot; width=&amp;quot;291&amp;quot; height=&amp;quot;498&amp;quot;&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;FIGURE 3&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;&amp;lt;strong&amp;gt;Questions:&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;ul data-spread=&amp;quot;false&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Are there known issues that could produce deformation at this stage without triggering errors?&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ul&amp;gt;&lt;br /&gt;
&amp;lt;div contenteditable=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;hr&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;p class=&amp;quot;isSelectedEnd&amp;quot;&amp;gt;Any suggestions or similar experiences would be greatly appreciated.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thank you very much for your help.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;/blockquote&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;&amp;amp;nbsp;&amp;lt;/p&amp;gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 20:02:49 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15985&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Misalignment and deformation appearing only at denoising step</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15985&amp;forum_id=1144</link>
   <description>&amp;lt;p&amp;gt;Hello,&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Just a quick follow-up on my previous post about an issue in the CONN denoising step (apparent deformation/misalignment of denoised functional images, despite correct preprocessing).&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;If anyone has any insight or has seen something similar, I would really appreciate your feedback.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Thanks a lot!&amp;lt;/p&amp;gt;</description>
   <author>adrianrc</author>
   <pubDate>Fri, 01 May 2026 15:57:08 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15985&amp;forum_id=1144</guid>
  </item>
  <item>
   <title>RE: Denoising Error</title>
   <link>http://www.nitrc.org/forum/forum.php?thread_id=15994&amp;forum_id=1144</link>
   <description>&lt;p&gt;Hi Yann &amp;amp; Jeff,&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Thank you for looking into and reporting this issue! This was indeed a bug in the code when using the 'create confound-corrected ROI BOLD timecourse .csv files' option in Setup.Options. I am attaching below a patch for this (this patch is for release 25b, to use this patch simply copy the attached conn_process.m file to your CONN distribution folder overwriting the file with the same name there; this patch is also already incorporated into CONN's latest code version at github.com/alfnie/conn). Please let me know if you are still running into any issues&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Thanks again!&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Alfonso&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;&lt;em&gt;Originally posted by Yann Quide:&lt;/em&gt;&lt;/p&gt;&lt;br /&gt;
&lt;blockquote&gt;&lt;br /&gt;
&lt;p&gt;Thanks Jeff!&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;I will give this a try, but it does not feel like a sustainable, long term solution.&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Would be great to see if there is any actual fix to this!?&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Cheers,&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;Yann&lt;/p&gt;&lt;br /&gt;
&lt;/blockquote&gt;&lt;br /&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
   <author>Alfonso Nieto-Castanon</author>
   <pubDate>Fri, 01 May 2026 14:39:48 GMT</pubDate>
   <guid>http://www.nitrc.org/forum/forum.php?thread_id=15994&amp;forum_id=1144</guid>
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