Roger Howe pointed out that vector sums tend toward convexity. Could this explain the spurious correlation of ratios? The idea that I have is that division of one variable by another essentially turns the answer into a vector-like entity, and the resulting relatively-high positive correlation is simply a result of the geometry that is tending towards convexity. Is there anything to this?
2026-03-31 20:54:36.1774990476
Was spurious correlation of ratios inadvertently explained by Howe?
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