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Main Author: Nehoroshev, Michael
Format: Recurso digital
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Published: Zenodo 2025
Online Access:https://doi.org/10.5281/zenodo.15895109
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author Nehoroshev, Michael
author_facet Nehoroshev, Michael
contents <p>Unlock the secrets of the universe's hidden scaffolding: In this groundbreaking paper, we dive into the *Prime-Arc Geometric Anchoring Conjecture*, where prime numbers aren't just math curiosities—they're cosmic anchors stabilizing vast hyperspheres in the Duoverse framework. Discover rigorous proofs of prime-angle uniformity (with RH sharpening the bounds), GPU-powered simulations up to 200 million primes, and a fresh bridge between analytic number theory and fractal physics. Whether you're a mathematician chasing equidistribution or a physicist pondering energy cascades, this read will redefine how you see primes as the universe's ultimate stabilizers. Dive in—your next "aha!" moment awaits!</p>
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publishDate 2025
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spellingShingle Quasi-Uniformity of Prime Angles: Discrepancy Bounds for Irrational Rotations on Primes and Hypersphere Stability in the Duoverse Framework
Nehoroshev, Michael
<p>Unlock the secrets of the universe's hidden scaffolding: In this groundbreaking paper, we dive into the *Prime-Arc Geometric Anchoring Conjecture*, where prime numbers aren't just math curiosities—they're cosmic anchors stabilizing vast hyperspheres in the Duoverse framework. Discover rigorous proofs of prime-angle uniformity (with RH sharpening the bounds), GPU-powered simulations up to 200 million primes, and a fresh bridge between analytic number theory and fractal physics. Whether you're a mathematician chasing equidistribution or a physicist pondering energy cascades, this read will redefine how you see primes as the universe's ultimate stabilizers. Dive in—your next "aha!" moment awaits!</p>
title Quasi-Uniformity of Prime Angles: Discrepancy Bounds for Irrational Rotations on Primes and Hypersphere Stability in the Duoverse Framework
url https://doi.org/10.5281/zenodo.15895109