Near-diagonal asymptotics and the failure of strong universality in random \v{C}ech persistence
The strong universality conjecture of Bobrowski and Skraba asserts that, under a prescribed data-dependent additive centering, the empirical laws of log-log transformed persistence ratios of random geometric complexes share a universal limit across sampling models, dimensions, filtrations, and homological degrees. They...
Eunwoo Heo
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