Quantum Gravity and Time–Space Reconstruction under Ontological Discipline

This paper presents a critical–propositional reading of A Unified Framework for Quantum Gravity and Time-Space Reconstruction by Andrew S. King, confronting its strategy for quantum-gravity unification and time–space reconstruction with the foundational and recent literature of the Theory of Objectivity (TO). The central aim is not to compete with contemporary quantum-gravity programs, but to apply an ontological discipline to the criteria that define what counts as an ultimately coherent model of a “possible universe.” The analysis identifies significant points of convergence between King’s framework and TO, particularly the rejection of space–time as a primitive entity and the privileging of relational structures. At the same time, it exposes productive tensions concerning (i) the ontological status of initial principles (effective hypotheses versus modally necessary axioms), (ii) the role of the non-element (the infinite as a logical condition for the definability of the universe), and (iii) the requirement of relational observation as a condition for full existence (Axiom 5), understood in a structural rather than anthropocentric sense. The paper mobilizes the Expansive Inductor Effect (A4+A5) and the Reductive Inductor Effect (A4+A5+A6) as interpretative operators for boundaries, convergence, and gravity, and proposes a set of operational bridges, invariance criteria, and testability programs consistent with the modal discipline of TO. In addition, it advances the hypothesis that neutrinos may constitute phenomenic manifestations of TO plasmas, providing a promising mediating channel between deductive cosmological eras and contemporary experimental regimes. Methodologically, the paper adopts a rigorous ontological stance: TO does not seek to replace modern physics or cosmology, but must function as a logical, ontological, and scientific base for the construction of any coherent model of a possible universe, given the modal necessity of its axioms. This claim is accompanied by explicit demands for operationalization, revision rules, and dialogue with empirical evidence. The discussion engages both classical and contemporary literature on the foundations of physics and relevant experimental milestones (observational cosmology, gravitational waves, quantum tests), and culminates in a systematic structure covering foundations, compatibilities, modal tensions, inductor effects, neutrino bridges, and criteria of testability, complemented by TO-standard appendices. Keywords: Theory of Objectivity; quantum gravity; emergence of space–time; modal ontology; inductor effects; neutrinos; testability; boundaries; convergence; deductive cosmology.

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-02-10
DOI
https://doi.org/10.5281/zenodo.18602999
Primary Topic
Noncommutative and Quantum Gravity Theories
Type
article
Field-Weighted Citation Impact
0.00
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article

Quantum Gravity and Time–Space Reconstruction under Ontological Discipline

D. C. Cunha e Silva, V. Cabannas
Zenodo (CERN European Organization for Nuclear Research)
Noncommutative and Quantum Gravity Theories
article

Quantum Gravity and Time–Space Reconstruction under Ontological Discipline

D. C. Cunha e Silva, V. Cabannas
article en

Abstract

This paper presents a critical–propositional reading of A Unified Framework for Quantum Gravity and Time-Space Reconstruction by Andrew S. King, confronting its strategy for quantum-gravity unification and time–space reconstruction with the foundational and recent literature of the Theory of Objectivity (TO). The central aim is not to compete with contemporary quantum-gravity programs, but to apply an ontological discipline to the criteria that define what counts as an ultimately coherent model of a “possible universe.” The analysis identifies significant points of convergence between King’s framework and TO, particularly the rejection of space–time as a primitive entity and the privileging of relational structures. At the same time, it exposes productive tensions concerning (i) the ontological status of initial principles (effective hypotheses versus modally necessary axioms), (ii) the role of the non-element (the infinite as a logical condition for the definability of the universe), and (iii) the requirement of relational observation as a condition for full existence (Axiom 5), understood in a structural rather than anthropocentric sense. The paper mobilizes the Expansive Inductor Effect (A4+A5) and the Reductive Inductor Effect (A4+A5+A6) as interpretative operators for boundaries, convergence, and gravity, and proposes a set of operational bridges, invariance criteria, and testability programs consistent with the modal discipline of TO. In addition, it advances the hypothesis that neutrinos may constitute phenomenic manifestations of TO plasmas, providing a promising mediating channel between deductive cosmological eras and contemporary experimental regimes. Methodologically, the paper adopts a rigorous ontological stance: TO does not seek to replace modern physics or cosmology, but must function as a logical, ontological, and scientific base for the construction of any coherent model of a possible universe, given the modal necessity of its axioms. This claim is accompanied by explicit demands for operationalization, revision rules, and dialogue with empirical evidence. The discussion engages both classical and contemporary literature on the foundations of physics and relevant experimental milestones (observational cosmology, gravitational waves, quantum tests), and culminates in a systematic structure covering foundations, compatibilities, modal tensions, inductor effects, neutrino bridges, and criteria of testability, complemented by TO-standard appendices. Keywords: Theory of Objectivity; quantum gravity; emergence of space–time; modal ontology; inductor effects; neutrinos; testability; boundaries; convergence; deductive cosmology.

Zenodo (CERN European Organization for Nuclear Research)
Openalex Percentile: Top 59%
Noncommutative and Quantum Gravity Theories
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