Meta-Emergence in Discrete Dynamical Systems: The Fibridge Algorithm v2.0 with Dheeraj's Constants

Version 2.0 - Major Update:This version introduces groundbreaking mathematical discoveries including Dheeraj's Constants and the phenomenon of meta-emergence. New in Version 2.0: 🔬 Discovery of three universal constants (V_α = 0.8169, S_β = 0.1191, K_γ = 5.263) 📐 Meta-emergence: scaling laws emerging from emergent structures 📊 Extraordinary precision: R² = 0.99999996 for particle mean scaling 🎯 Perfect compression invariance: κ = 0.1757 across all dimensions (5D–9D) 📖 Complete mathematical formalization with theorems and proofs 💻 Full reproducible code and data Builds upon:Version 1.0 – Conceptual foundationDOI: 10.5281/zenodo.18071761 Key Results: ✅ Three linear scaling laws with unprecedented precision ✅ Dimension-independent emergence from 5D to 9D ✅ Information-theoretic validation of emergence theory ✅ Predictive framework for untested dimensions This work provides quantitative validation of emergence theory and introduces named universal constants to the field of discrete dynamical systems.