Prime Bubbling Model: A Reinterpretation of Prime Generation via Riemann Zeta Function

This paper proposes a new theoretical framework, the *Prime Bubbling Model*, which reinterprets the generation of prime numbers as a dynamic energetic bubbling phenomenon emerging from the complex structure of the Riemann Zeta function. Based on AiSU Theory, primes are no longer viewed as static numerical points, but as structurally emergent entities influenced by phase resonance, complex wave interference, and causal asymmetry. This model classifies primes into core bubbling primes, extended primes, and resonant primes, and introduces mathematical formulations for each. The study suggests applications in quantum physics, structural cryptography, and cognitive modeling, presenting a novel unified view of prime dynamics and structural causality.