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No analytic continuation. No asymptotics. If a finite uniform window positivity (UWP) holds on a Fejér–Yukawa kernel, RH follows. This short paper proves a con
by GhostDrift 1y ago
No analytic continuation. No asymptotics.
If a finite uniform window positivity (UWP) holds on a Fejér–Yukawa kernel, RH follows.
This short paper proves a conditional route to RH based solely on a finite, computable positivity condition.
The argument requires no zero-free regions and no global continuation of ζ(s)—everything happens inside a bounded convolution window.
It is a minimal, checkable bridge between prime distributions and harmonic analysis via the Fejér–Yukawa kernel.