I’ve potentially identified a direct link between quantum phase variance and physical mass.
By defining mass as the inverse of the internal clock variance of the six state register, the framework aligns the informational state of a tethered pixel with the de Broglie relation.
The included simulation shows that unitary evolution under non-commuting generators creates persistent temporal asymmetry, which sources the mass proxy.
I have provided a mathematical foundation for the second law of thermodynamics. It demonstrates that the computational cost to prevent a perturbation scales linearly while the cost to restore equilibrium scales at 3/2.
This strictly positive difference in informational cost creates an irreversible temporal gradient, offering a microscopic information-theoretic origin for the arrow of time.
Instead of requiring invisible, particulate, dark matter, the model uses geometric tension derived from the underlying lattice architecture.
With a single parameter, the IGSDF simulation produces flat velocity profiles at large radii that match astronomical observations, using only visible baryonic mass.
I’m fully aware that there are necessary expansions and evolutions, however I need to either minimize to a stable foundation or acknowledge some validity to these points specifically. I built an entire simulation notebook, and I would really appreciate any effective feedback.
Thanks for letting me bother you guys