The Recursive Prime Field: A Physical Model for Prime Emergence through Harmonic Collapse

This paper builds on the work of our other paper "The Recursive Prime Field Theory: A Harmonic Foundation for Number Structure", carrying out further experiments using Matlab to show The Recursive Prime Field Theory (RPFT) reframes prime numbers as harmonic outcomes of recursive field dynamics. Our simulations recover key prime characteristics—including (n), twin primes, and RH spectral behavior—using only recursive shell forcing. Plus compelling 2D and 3D modelling. This suggests a unifying physical model underlying number theory.