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Reinterpreting Retrocausality: Evidence for Temporal Consequence Modification and Entropy Reversal in Quantum Mechanics

Minister Alexander Ohnemus

Published Jan 1, 2026• 0 citations
Publisher
DOI
10.13140/rg.2.2.10012.55688

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The interplay between retrocausality and the time-reversal symmetry of the dynamical law of quantum mechanics underscores the significance of the measurement dynamics with the use of indivisible and discrete quantum particles to be mediated. One example of empirical evidence demonstrating the significance of retrocausality going along with time-reversal symmetry is seen in the operation of a reaction cycle to be expected in chemical evolution. A reaction cycle can hold itself when the causative operation of the cycle remains robust, even when facing frequent retrocausal interventions of a quantum-mechanical origin. Quantum mechanics in and of itself has potential in raising a reaction cycle in the prebiotic phase of chemical evolution, even without any help of artefactual scaffoldings of an external origin.
This paper develops a theoretical framework in which Quantum Macro Tunneling (QMT) is reinterpreted as transient motion along a Fourth Spatial Dimension . By extending the Schrödinger equation to four spatial coordinates and introducing a corresponding 5D spacetime metric, the model shows how brief excursions into naturally yield (i) effective barrier‐bypassing trajectories, (ii) minute but well-defined temporal curvature, and (iii) projection effects that manifest as apparent retrocausality in 3D+1 observation. Order-of-magnitude estimates demonstrate that the predicted time-curvature signatures, while negligible per quantum element, can accumulate to potentially measurable attosecond-scale deviations in coherent macroscopic systems. The framework offers a unified geometric interpretation linking QMT, time curvature, and retrocausality, and supplies an operational pathway that aligns with the Block Universe picture by providing a mechanism for connections between coexisting temporal slices. While exploratory, the model is mathematically consistent, empirically motivated, and identifies testable consequences that may guide future theoretical development and ultrafast experimental investigation