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On this page, anything under 0.3 makes negligible correlation, and anything over 0.9 is clearly correlated, with 0.6 being the middle of correlation significance. Possibly, for scaling purposes (where 0 correlation leads to 0 weight, and 0.6 correlation leads to 1, 1 correlated to b^0.583):
from numpy import tanh, exp
def scale(x):
return exp(tanh((x-0.6)/0.6))
R has default libraries for Correlation Networks
It is rather hard to see how strong the ties should be for Python, especially if the ties are negatively correlated.
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