Bell's Theorem, Absolute Realism, and the Instantaneous Gravitational Field: A Quantum-Geometry Dynamics Account of the Bell Correlations

Bell's theorem proves that no theory satisfying both locality — in the Einstein-Podolsky-Rosen sense that no influence propagates faster than light — and realism — in the sense that particles possess definite pre-existing states — can reproduce the correlations predicted by quantum mechanics and confirmed by experiment. The standard response has been to abandon realism. This paper argues that the standard response rests on a hidden assumption that has not been sufficiently scrutinised: that EPR locality exhausts the conceptually available forms of locality. If a type of physical interaction exists that is genuinely instantaneous — not propagating at any finite speed — and that therefore falls outside EPR locality while remaining physically classical and deterministic, Bell's theorem does not force the abandonment of realism. It forces instead the conclusion that EPR locality is an incomplete account of what physical interactions can be. Quantum-Geometry Dynamics (QGD) provides precisely such a framework. QGD rigorously distinguishes two types of physical interaction. Non-gravitational interactions — involving the displacement of particles or photons — are strictly bounded by the fundamental momentum c. Gravitational interactions are instantaneous: gravity is not a wave propagating through a continuum but the ever-present, instantaneous connection between all matter in the universe, grounded in the axioms of QGD. This distinction places QGD outside Bell's theorem's scope, which applies to theories satisfying EPR locality. QGD preserves absolute realism — every preon(+) has definite position and momentum at every moment — and derives the Bell correlations through a three-step deterministic classical mechanism: local measurement physically alters the momentum of particle A; the change instantaneously updates the global gravitational field acting on particle B and its detector; the correlated outcome at the second detector is a deterministic reaction to this gravitational update, governed by the laws of momentum conservation in discrete quantum-geometrical space. The paper develops this account in detail, addresses the loophole-free Bell tests of 2015 and their relationship to QGD's instantaneous gravity account, and situates QGD in the landscape of existing responses to Bell — including Bohmian mechanics, Maudlin's non-locality account, and superdeterminism. QGD is closest in structure to Bohmian mechanics in preserving absolute realism, but replaces Bohm's quantum potential — an additional primitive imported from quantum mechanics — with instantaneous gravity derived from QGD's axioms. There is no wave function at the fundamental level. The non-locality is gravitational and purely classical in character. The paper identifies four falsifiable predictions that distinguish QGD's account from quantum mechanics and from all existing responses to Bell. The first is that simultaneous exact measurement of conjugate properties — position and momentum — is possible in principle, which would constitute a direct falsification of the Heisenberg uncertainty principle as a fundamental feature of nature. The second is that non-local correlation strength varies with the quantum-geometrical distance between the entangled particles — a distance-dependence that quantum mechanics does not predict. The third is that genuinely gravitational influences are instantaneous, distinguishable from the electromagnetic signals that LIGO detects. The fourth is wholly novel: QGD predicts that the universe is finite and bounded, and that the instantaneous gravitational field of the entire finite universe — including matter beyond the electromagnetic horizon — bathes every Bell experiment at every moment. Bell correlation strength therefore has a constant baseline arising from the gravitational field of the full finite universe, plus a fluctuating component arising from events occurring throughout the universe at the moment of each measurement. This fluctuating component cannot be cross-correlated with any electromagnetically observed cosmological event on laboratory timescales, because the electromagnetic signals from those same real-time events will not arrive for millions or billions of years. The testable implication is that a perfectly controlled Bell experiment should exhibit non-zero temporal variance in correlation strength — the statistical fingerprint of the present gravitational state of the entire universe, a signal that no electromagnetic observatory can provide since all electromagnetic observation is observation of the past. The paper is intended for philosophers of physics, physicists working on foundations of quantum mechanics, and experimentalists working on Bell-type experiments. It is submitted to Studies in History and Philosophy of Modern Physics. It is a companion to the author's paper "On the Uniqueness of Minimal Physically Derivable Theories" and to the book Quantum-Geometry Dynamics: An Axiomatic Approach to Physics.