For statistical events A, B, and C,
A is correlated with B, and B is correlated with C.
Does this imply that A is correlated with C?
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Hahahaha... Nicely put, David!
For example if A and C are uncorrelated, but if B=A+C then B is correlated with both A and C.
Nice question! I hadn't considered whether correlation was transitive or not before. One demonstration of your example is to consider the following unit vectors:
A = < 0 , 1 > , B = < 2 1 , 2 1 > , C = < 1 , 0 > .
While correlation is not transitive could we possibly infer some degree of partial correlation?
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Ah yes.. and A and C are clearly orthogonal in the true sense of the word! :)
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Good weather makes me happy. Good food makes me happy. This means good weather correlates to my happiness, and my happiness correlates to good food. However, good weather does not correlate to good food.