Fractal uncertainty principle over $\mathbb{Q}_p$

Abstract

We prove a fractal uncertainty principle over $\mathbb{Q}_p$ for porous sets, resolving a conjecture of Cohen.

Disclosure

“ed by its values on an appropriate sampling set. Since related questions might have appeared, under different terminology, in either mathematics or engineering, we used deep search tools for academic databases that included a non-reasoning LLM component to scan each article. This search led us to the work of Osgood, Siripuram and Wu [OSW12], which provides the main external input to our proof. Acknowledgments. The authors would like to thank Alex Cohen for interesting discussio”

PDF page 3

Classification

Literature search

Multiplier

2

Verified

2026-08-23T18:51:34.755826Z

Structural counts