Published June 22, 2025
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A Pure Natural Mathematics Proof of the Riemann Hypothesis
Authors/Creators
- 1. Digital Fabrica
- 2. Global Institute of Logic & Cybernetics
Description
A Pure Natural Mathematics Proof of the Riemann Hypothesis
Author: Ivan Pasev
This paper presents a rigorous, unconditional proof of the Riemann Hypothesis, combining prime distribution theory, knot invariants, Ramanujan modular forms, and fractal scaling. The proof synthesizes deep number theory with modern geometric and topological methods, offering new foundations for cryptographic systems, quantum AI, and recursive mathematics.
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About the Author – Ivan Pasev
Ivan Pasev is the Founder of the Global Institute of Logic & Cybernetics (GILC) and the originator of Digital Fabrica Theory (DFT). As a Cybernetics 2.0 Architect and AI logic researcher, he leads groundbreaking work at the intersection of pure mathematics, recursive intelligence, and sovereign system design.
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Complete Proof of RH (3).pdf
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(55.1 kB)
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