Quantum Gauge Theory of Time: A Physical Reading of the Second Edition

Q: What does this research mean for the field?

The finite-access ontology functions as an active boundary transducer in which scale, direction, and Hilbert geometry are distinct components of an asymmetric map, demonstrating that quantum observables are not determined by scale alone. Novelty: ClaimNovelty.METHODOLOGICAL. Consensus alignment: ConsensusAlignment.NEUTRAL.

Pasquale Camelia

doi:10.17605/osf.io/5vn9g

August 26, 2026Open Access

Quantum Gauge Theory of Time: A Physical Reading of the Second Edition

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Key Points

Characterize the finite-access ontology as an active boundary transducer that maps quantum states into observable readouts within a gauge framework of time.
Formulated an active boundary transducer pipeline proceeding through channel filtering, phase mixing, metric induction, and dynamic kernel return.
Employed exact Schur–Feshbach elimination to model the return of invisible kernel states and applied palindromic reciprocity to constrain retained spectral structure.
Demonstrated that readouts in a scalar one-pole class exhibit a recursive structure, R = A/(1−B), separating retained contributions (A) from unresolved return (B).
Showed that scale, direction, and Hilbert geometry form three distinct data elements of a single asymmetric map, meaning scale alone is insufficient to fix an observable.
Identified an operational coherent-return condition (τ_rec ≪ τ_drift) governing the physical consistency of dynamic kernel returns.

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Implication

Theoretical model reveals an active boundary transducer architecture for observable readouts, suggesting that scale alone cannot fix quantum observables.

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Pasquale Camelia (2026) studied this question.

synapsesocial.com/papers/6a914613d15324a1df3a95c1 https://doi.org/10.17605/osf.io/5vn9g

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Quantum Gauge Theory of Time: A Physical Reading of the Second Edition

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Quantum Gauge Theory of Time: A Physical Reading of the Second Edition

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