Back to PLS Help

Untitled Post
jcrofts
Posted on 07/28/08 09:30:49
Number of posts: 29
j crofts
jcrofts posts:

Hi,
I am using the PSL software for the first time and have a brief query.

I am running seed PLS, and although everything (as far as I can tell) is working correctly, I am slightly concerned by a warning from Matlab that it is ignoring the complex part of certain numbers during the comparison stage of the bootstrapping. I guess the bootstapping results cannot be trusted.

Has anyone came across this problem before?

cheers,
Jonathan

Replies:

Seed PLS
rmcintosh
Posted on 07/28/08 10:03:00
Number of posts: 394
rmcintosh replies:

quote:
Hi,
I am using the PSL software for the first time and have a brief query.

I am running seed PLS, and although everything (as far as I can tell) is working correctly, I am slightly concerned by a warning from Matlab that it is ignoring the complex part of certain numbers during the comparison stage of the bootstrapping. I guess the bootstapping results cannot be trusted.

Has anyone came across this problem before?

cheers,
Jonathan
Hi Jonathan,

I am happy you are able to get the software running well.  I am not entirely sure what you mean by the warning about ignoring complex numbers.  Can you:

1. Paste the actual warning
2. Indicate the nature of the data you are analysing.


thanks!

Randy


Untitled Post
jcrofts
Posted on 07/28/08 10:23:44
Number of posts: 29
j crofts
jcrofts replies:

Hi Randy,
Actually, I have just posted that I think I may have solved the problem; maybe you can confirm this.
Basically, I had not removed the seed from the data matrix before running the analysis, which if my
understanding is correct I should have.
cheers,
Jonathan


Untitled Post
rmcintosh
Posted on 07/28/08 10:32:40
Number of posts: 394
rmcintosh replies:

You shouldn't have to zero out the seed voxel since its a small part of the total image volume.  Does the error message go away when you zero it out?


Untitled Post
jcrofts
Posted on 07/28/08 10:44:18
Number of posts: 29
j crofts
jcrofts replies:

Yes. I assumed it was probably a numerical error, where the standard error should be zero, but the approximate value is actually very small and negative. Do you have any idea what it might be?



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