Averaging over a symmetric matrix
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MiauMiau
am 14 Aug. 2017
Kommentiert: MiauMiau
am 14 Aug. 2017
Hello,
Given an m,n matrix, I want to create a new matrix by doing the following: The element (i,d) and the element (d,i) should be averaged, the diagonal elements can be ignored. So for instance we average over element (1,5) and (5,1) which gives us a new (single entry) and hence a smaller matrix at the end - how can that be done in a quick way (not too many loops)?
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Guillaume
am 14 Aug. 2017
Bearbeitet: Guillaume
am 14 Aug. 2017
I don't see how you get a smaller matrix but doing the averaging is trivial:
(yourmatrix + yourmatrix.') / 2
You can triu or tril that result to keep the upper or lower triangle since it's symmetric.
And of course, it only works with square matrix otherwise there won't always be an (i,d) for a (d,i)
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