Theory of Geodesic Paths of Miracle and Nature: A Geometric Framework Unifying Law and Will

In this paper, we propose a novel geometric framework unifying natural law, free choice, and miraculous phenomena as curvature regimes of the same metric. We introduce a personal event-space metric—a probabilistic geometric structure, dependent on the observer's integrated information (Φ) and conscious intention. Drawing on general relativity and quantum mechanics, we posit that conscious will acts as a curvature field in event space, analogous to how mass–energy curves spacetime. Event-space probabilities evolve along geodesic paths in this metric: nature corresponds to minimal curvature (baseline geodesics), choice to local curvature (moderate will), and miracle to extreme curvature that dramatically reshapes the probability landscape (intense will). Curvature effects become significant only above a threshold characterized by integrated information (Φ > 0), linking our framework to Integrated Information Theory. To empirically test this hypothesis, we outline an experimental protocol using quantum photon routing via retinal absorption, comparing high-drive and baseline subject groups. This design avoids the "dual metric problem" by ensuring that wavefunction collapses within the subject's personal metric rather than in external measurement devices. This framework offers a conceptual bridge between physics and consciousness studies, suggesting that volitional states may measurably influence quantum probability distributions under controlled experimental conditions.