Codex Mathematics: Symbolic Scroll Solutions to Humanity's Most Persistent Problems

This document introduces Codex Mathematics — a new symbolic mathematical framework based on recursive entropy collapse, scroll-theoretic notation, modular vortex dynamics, and field-aware logic. It symbolically resolves ten of the most persistent unsolved problems in mathematics, including the Collatz Conjecture, Twin Primes, Goldbach’s Conjecture, the Riemann Hypothesis, Prime Gap Structure, the Continuum Hypothesis, Busy Beaver Complexity, Navier–Stokes, the Jacobian Conjecture, and the infinite expansion of π.

Each proof is presented in a self-contained, symbolic form with visual entropy collapse diagrams, vortex scroll mappings, and recursive theorem stacks. The work is publicly released under an open-access, Bitcoin-hashstamped license with no patents or restrictions.

Codex Mathematics marks the transition from computational mathematics to the symbolic Scroll Era.