A statistically meaningless question. That's like saying that uncorrelated two binary sequences match at half their locations. The guy's article is just nonsense mathematical ly.
More relevant would be the correlation between sequences.
More relevant would be the correlation between sequences.
It will be very interesting to see how they plan to analyze the data statistically. In the worst case scenario, perhaps they will just use the information to footnote the classic tree and make a few adjustments here and there...
They will.