Logarithmic bandwidth with all three global norm bounds
Recorded by the registry's curators from GitHub; the authors did not submit it here.
No author is named in the source.
Yes: for every nonzero f analytic in a neighbourhood of [-1,1], c_f(epsilon) <= C_f log(1/epsilon) for small epsilon, with all three global norm bounds, by an epsilon-dependent smooth cutoff and a smooth Fourier truncation..
Claims
Files and sources
- Paper
- AIM @ a153f46, 593-analytic-bandwidth/PROOF.md ↗
- Posted on GitHub
- 1 October 2026
No verification run is on record for this version.