ilto:tsc...@mst.edu>>
Cc: "hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>"
<hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>>
Subject: Re: [HCP-Users] Infinite values in Group average data
This makes more sense! Sorry I missed y
This makes more sense! Sorry I missed your mention of fisher-z transform
So I would apply tanh to each element to revert back to regular correlation
coefficients
Thank you for your help!
Best,
Sang
On Mon, May 15, 2017 at 5:57 PM Timothy Coalson wrote:
> After the fisher-z
After the fisher-z transform, you can have values greater than 1, see the
graph on the right:
https://en.wikipedia.org/wiki/Fisher_transformation
This is why the "correct" answer for the diagonal is infinity for the
"zcorr" file.
Tim
On Mon, May 15, 2017 at 7:51 PM, Sang-Yun Oh
I am also finding that some off-diagonal elements in this matrix are also
greater than 1 indicating this matrix is not a correlation matrix.
In [5]: img
Out[5]:
memmap([[ 8.66434002e+00, 1.96847185e-01, 1.66294336e-01, ...,
1.01449557e-01, 7.45474100e-02, 1.15624115e-01],
Thank you for the response.
I am, too, confused by some being non-zero finite values, and others being
infinities.
Before computing a correlation matrix, if standardized by subtracting the
mean and scaling by variance, all diagonal elements should be exactly 1.
What I am concerned about is how
Per the name "zcorr", the correlation values have been z-transformed
(fisher's small z transform). I am somewhat confused as to why some
elements in the diagonal are not infinite. The "true" value of applying
this transform would be infinite on the entire diagonal, as arctanh(1) is
infinite. I
I downloaded group average functional correlation
file: HCP_S900_820_rfMRI_MSMAll_groupPCA_d4500ROW_zcorr.dconn.nii
Some diagonal elements of the square matrix (91282x91282) are infinite
(Please see below).
I want to use this matrix in ananalysis; however, I am not sure how to
understand or deal