A Universal Node-Based Framework for Emergent Planck-Scale Physics

We present a universal framework in which spacetime, particles, and fundamental physics emerge from a network of interconnected nodes. Each node represents a Planck-scale unit with dynamic states evolving under a universal Lagrangian. Our framework incorporates four universal laws: system integrity, balance, feedback, and node interconnectivity. Through numerical simulations, visualization, and equation extraction, we demonstrate emergent particle-like structures, spacetime curvature analogs, and quantum-like oscillations. This approach bridges discrete network dynamics with continuous physics theories including quantum mechanics, quantum field theory, and general relativity.