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Dear all, I have an n x n matrix of p-values. The matrix is symmetrical, as it describes the "each against each" p values of correlation coefficients. How can I best correct the p values of the matrix? Notably, the total number of the tests performed is n(n-1)/2, since I do not test the correlation of each variable with itself. That means, I only want to correct one half of the matrix,

I have the following kernels on my /boot: 2.6.18-128.1.6 2.6.18-92.1.18 2.6.18-92.1.22 I'm low on /boot space and need to remove the oldest version. It appears that I cannot use yum to remove since all of the versions are the same (only the release is different). I believe that I can use rpm to remove the old version, but I also need to remove them from the grub.conf. Any other