Phi-Recursive Heterodyning


This is an illustration of "phi-recursive heterodyning" demonstrating how harmonics emerge from the golden ratio by following the Fibonacci series backward. From nothing comes something.

Here is the proof paper:

Phi-damping wells (torquing vortices) form at golden sections inside a resonating medium, causing harmonic waves to ripple outward at whole number Fibonacci proportions. It is around the edge or event horizons of these vortices that energy is distributed to each harmonic wave partial within the standing wave system. This process is universal regardless of the scale or medium because it is guided by the structure and behavior of the quantum space lattice operating at the smallest scale.