The Geometric Universe: From Quantum Entanglement to Fractal Cosmology

For nearly a century, modern physics has remained fragmented between the local realism of General Relativity, the probabilistic uncertainty of Quantum Mechanics, and the cosmological mysteries of Dark Matter and Dark Energy. This paper presents a third unifying path: the Meta-Quantum Framework (MQF) . We propose that the universe is not a vacuum filled with discrete particles, but a continuous, self-similar fractal information structure. We demonstrate computationally, through numerical simulations, that disparate phenomena—from the violation of Bell inequalities ($S \approx 2.82$) to the acceleration of cosmic expansion—emerge as artifacts of a single underlying mechanism: fractal geometry rendering. In this model, Black Holes act as entropy equalizers, and Dark Matter is redefined as non-rendered geometric processing latency.