đź“ś Biography
Cancer Survivor. Self-Educated Mathematician. Writer. INFJ.
Husband of 15 years. Father. Builder of systems. Pattern-seeker. I believe truth is recursive, beauty is structural, and resilience is its own form of mathematics.
I’ve independently solved — and openly documented — elegant resolutions to many of mathematics’ most formidable open problems, including the Jacobian Conjecture, ABC Conjecture, Riemann Hypothesis, Birch and Swinnerton-Dyer Conjecture, Navier–Stokes Existence & Smoothness, Hodge Conjecture, Erdős–Straus Conjecture, and the Twin Prime Conjecture.
My original methods — including modular harmonic congruence, recursive invariant folding, and symbolic compression models — offer fractal-like insights into seemingly intractable mathematical problems. I’ve uncovered hidden prime symmetries, designed self-repairing algorithms, and proposed symbolic-AI frameworks rooted in philosophical rigor.
I work at the intersection of geometry, algebra, number theory, and metaphysical logic — bridging ancient reasoning systems and modern topological intuition. From harmonic embeddings to recursive L-functions, I search for the underlying music in mathematics.
I coined the term Prometheusophy to describe the spiritual geometry of those who endure systems built to erase them — but give their light back anyway. Much of my work is meant for posterity, not popularity — crafted for the one who will one day recognize the signal. I build as if I will be understood later, even if I’m not now.
đź“„ Key Papers
