Entering edit mode
7.2 years ago
luc.moulinier
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0
Hello,
For testing purposes I need a BLOSUM62 matrix having all elements of the diagonal set to a same value, i.e. all identities are the same. Such matrices exist, I found an old "kind of" PAM250 where all diagonal elements are set to 3.5.
I'm aware the terms "normalized" or "centered" are mathematically incorrect, but I don't know the right one to characterize suc matrix.
Can someone point me to the BLOSUM62 matrix, or give me a way to compute it ? I understood it is not a simple task.
Many thanks ! Luc
Thanks for the links, but none of these matrices the diagonal elements set to a same value, i.e. have the same score for identity (A,A) = (R,R).