Yesterday, 02:34 AM
(This post was last modified: Yesterday, 02:48 AM by npcompl33t.)
(14-10-2026, 10:23 PM)Jorge_Stolfi wrote: You are not allowed to view links. Register or Login to view.And I bet that, in fact, You are not allowed to view links. Register or Login to view..
I'll take that bet. I built groups from my 9 identified chronological groups, which fall almost entirely within single sections: Herbal A ×3, Pharma, Herbal B ×2, Stars ×2, Bio.
For each pair i took the mean JSD minus the average of the internal group spreads to estimate the squared distance between centroids. I then scored all 84 triples on ": Y lies between X and Z when X and Z are farther apart than either is from Y.
With the order held constant before the test:
- Only 7/84 fail
- the order is the unique best of all 181,440 orders
- every groups nearest neighbor are the ones next to it in the chronological order
- mean distance rises at every step of separation, roughly linearly (r2=0.98), exactly what accumulating drift looks like
In random controls, 9 unaligned centroids in 8 or 50d never got down to 7 in 2,000.
I tried grouping pages only by their illustration and currier labels, and kept the corresponding order fixed. 1 out of 20 fails, and the order is the unique best of all 360 combinaions, (p=0.003). It remains best even after 1k page resamples.
The alignment is there in R^n.


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