Failed: Factorial design specification

Dear all,
I am trying to analyse T1-weighted data using the CAT12 toolbox implemented in SPM12 and MATLAB software version R2022b and facing a problem.
Please find attached the error message on Matlab :
25-Jul-2022 07:49:50 - Failed 'Factorial design specification'
Error using spm_check_orientations
The dimensions must be identical for this procedure.
In file "/Users/colinezigrand/Downloads/spm12/spm_check_orientations.m" (v6894), function "spm_check_orientations" at line 42.
In file "/Users/colinezigrand/Downloads/spm12/config/spm_run_factorial_design.m" (v7739), function "spm_run_factorial_design" at line 677.
The following modules did not run:
Failed: Factorial design specification
What would you recommend to fix it ?
Thank you very much for your time and consideration, highly appreciated.
Sincerely,
Coline

댓글 수: 2

dpb
dpb 2022년 7월 25일
That's an extremely complicated package -- only a lot of study to determine its full capabilities and how to use them for a given model will be able to get to a solution. It appears it will have to start with a clear definition of what the actual design/null hypothesis test is for the data under study...
I'm guessing (purely a guess) one of the generalized regression paths will let you specify the model you want, but how to go about it would take quite a lot of study and experimentation to figure out.
I'd also guess you'd do better to approach a users group for the product/tool rather than the general MATLAB user community...I've never seen the subject raised here before so I'm guessing the likelihood of any regulars here having real experience is minimal at best.
Coline Zigrand
Coline Zigrand 2022년 7월 25일
Thank you very much for your quick response. I will approach a user group for SPM or CAT12.

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답변 (2개)

Bo Wang
Bo Wang 2023년 5월 21일

0 개 추천

我也遇到了相同的问题,请问楼主是如何解决的,万分感谢!
婕
2024년 11월 26일

0 개 추천

Hi, I meet the same error in the T1 data processing, my solution is: batch editor-->mulitiple covariates ----> delete
hope this help

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R2022a

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2022년 7월 25일

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2024년 11월 26일

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