Pasev's Infinite Symmetry Principle: A Unified Framework for Infinite-Scale Logical Systems

👤 Author

• Ivan Pasev,
  Founder, GILC

🧠 Abstract

This whitepaper introduces Pasev’s Infinite Symmetry Principle (ISP), a foundational construct in Digital Fabrica Theory. ISP integrates modular forms, ordinal logic, and fractal geometry to deliver a mathematically grounded method for infinite scalability, convergence, and logical consistency. It defines system stability as the intersection of three operators: modular regularization R(S), ordinal transformation T(R(S)), and well-founded hierarchy enforcement Hω₁(S). The framework applies to number theory, knot-theoretic governance, recursive systems, and Web 4.0 protocols. A self-contained Riemann Hypothesis proof is presented using ISP to encode zeros as knots with topological and logical invariants.