Developed by Gregory DeCarlo (@mrinreality1 on X), this simulation demonstrates a novel emergent equilibrium in quantum systems.
Theory:
The energy in an effective quantum dimension d is given by:
E(d) = φ · πd
where φ (phi ≈ 1.618) and π (≈ 3.1416) are fundamental constants. When harmonic modes—modulated by fractal interference—are superposed, they yield a net equilibrium state (∮𝓔(d,t)dt = 0).
Explore the fractal structure by panning, zooming, and adjusting parameters. Use touch or mouse controls to navigate, pause time, and even download the current high-resolution image.