Gravity as Geometric Filtration: A Unified Framework for Cosmological and Quantum Phenomena

This paper proposes a novel theoretical framework in which gravity is not a fundamental interaction but an emergent phenomenon resulting from the partial filtration of a universal multiversal force, denoted Fm, through a discrete network of microscopic apertures called Djamilars. These structures, embedded in the fabric of space-time, mediate the local intensity of gravity via two geometric parameters: their aperture radius (rd) and surface density (nd). The model introduces a dimensionless filtration coefficient Cd, equal to pi multiplied by rd squared and nd, which directly determines the effective gravitational field g. This formulation leads to a locally variable gravitational constant G, derived from the spatial configuration of the Djamilars and the mass distribution of celestial bodies. The framework recovers Newtonian and relativistic predictions in the weak-field limit while providing a geometric explanation for galactic rotation curves, gravitational lensing anomalies, and the Hubble constant tension—without invoking dark matter or dark energy. It also offers a reinterpretation of wave-particle duality by identifying the transition to classical behavior with a structural threshold: interference disappears when a particle’s size exceeds the local aperture radius, approximately 25 nanometers as observed experimentally on Earth. Experimental constraints from neutron interferometry and MEMS technology are used to bound the structural parameters, and astrophysical case studies confirm the model’s predictive consistency. This geometric approach provides a unified, testable paradigm bridging gravitation, quantum phenomena, and cosmological observations.