Timothy Gleason

A Formal Proof of Spectral Recovery in the Prime Gravity Pipeline: From Divisor Weights to Zeta Zeros via the Explicit Formula

We provide a rigorous proof that the two-stage Prime Gravity pipeline divisor weight accumulation followed by Gaussian gravitational well construction and log-space Fourier analysis necessarily recovers the nontrivial zeros of the Riemann zeta function as spectral peaks in the li...

Topological Equivalence of the Prime Gravitational Manifold and the Riemann Zeta Landscape

We demonstrate that the prime gravitational manifold is topologically equivalent to the landscape of the Riemann zeta function |ζ(1/2 + it)| under persistent homology. At N = 500,000 with M = 800 sample points, the two manifolds produce statistically indistinguishable H1 (loop) l...