The Relational Dynamics of Space-Time
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Abstract
The Relational Dynamics of Space-Time is a groundbreaking theory that redefines space-time as an emergent and discrete structure, arising from fundamental interactions between elementary entities. Rooted in the principle that “nothing is empty, nothing is solitary; interactions define reality”, this theory challenges the notion of a pre-existing, continuous space-time and introduces a relational framework for its origin and dynamics. The model organizes these interactions into three fundamental levels: Binary interactions, responsible for local equilibrium and structural stability. Triple interactions, introducing dynamical complexity and non-linear emergent patterns. Higher-order interactions, which describe extreme fluctuations and intrinsic granularity at quantum scales. The resulting emergent space-time metric, constructed from these interactions, rigorously recovers the classical solutions of General Relativity (GR)—such as the Schwarzschild, Kerr, and FLRW metrics—at macroscopic scales. Furthermore, the theory resolves gravitational singularities predicted by GR. In black holes and the early universe, regions of infinite curvature are regularized through quantum fluctuations, ensuring physical consistency. Critically, the theory makes testable predictions, including observable deviations in gravitational waves, non-Gaussian signatures in the cosmic microwave background (CMB), and oscillatory corrections at black hole event horizons. These features make the model falsifiable and ripe for experimental verification. By addressing the limitations of GR while maintaining its proven successes, The Relational Dynamics of Space-Time offers a consistent and elegant path toward a unified theory of quantum gravity, connecting classical and quantum regimes through a fundamentally relational and emergent perspective.