Unified Theory of Ontological Expansion (UTOE): From Combinatorial Foundations to Emergent 4D Spacestructure

The longstanding tension between Quantum Mechanics and General Relativity arises from a mismatch between discreteness and continuity. I propose the Unified Theory of Ontological Expansion (UTOE), in which spacetime, quantum behavior, and field symmetries emerge from a fundamental combinatorial network. The Planck scale is derived, and the observed 4-dimensional spacetime arises as a unique spectral fixed point of a fractal-to-Hilbert renormalization flow. UTOE unifies geometry, field structure, and symmetry in a single, scale-dependent framework, providing a pathway for reconciling quantum and relativistic physics.