Entheotheosis and the Symmetry of Primes

This speculative paper explores a structural analogy between quantum error correction (QEC) and analytic number theory. It interprets the Riemann Hypothesis as a global symmetry constraint that preserves coherence in the distribution of prime numbers, akin to the logical subspace in QEC. A $9 \times 9$ numerical toy model demonstrates spectral stability under symmetry enforcement, with Python code provided for reproducing the simulations. Supplemental video visualizations illustrate eigenvalue dynamics and symmetry enforcement. The work is intended as a conceptual and mathematical narrative connecting quantum information theory with prime number theory, offering a novel perspective on spectral coherence and stabilizer analogies.Keywords: Quantum Error Correction, Riemann Hypothesis, Spectral Stability, Shor's Code, Mathematical Analogy, Prime Numbers, Python Simulation