Synthesized Framework: Ramanujan–Mathias Infinity Stabilization for Scalable Digital Systems

👤 Author

• Ivan Pasev,
  Founder, Global Institute of Logic & Cybernetics

🧠 Abstract / Description

This report explores ten foundational discoveries in pure mathematics and their unified role in proving the Riemann Hypothesis. Authored by Eng. Ivan Pasev, the framework integrates modular forms, fractal geometry, prime number theory, analytic continuation, and knot invariants. The work contextualizes the RH proof using historically grounded mathematical tools, all drawn from third-party verified sources including Ramanujan, Hardy, Nicolas, and Mandelbrot. A logical flowchart, formal theorem statement, and subnet fractal visualizations are included to support reproducibility and educational clarity. This framework supports the full RH proof and extends the DFT conceptual base.