Dimensional Transitions and QFT–GR Unification: A Critical–Propositional Reading under the Modal Discipline of the Theory of Objectivity (TO)

This paper develops an expanded critical–propositional analysis of Cameron M. Gattis’s proposal “Unifying Quantum Field Theory and General Relativity via a Dimensional Transition Framework”, examining its unificatory strategy through the modal discipline of the Theory of Objectivity (TO). Gattis’s central move—treating dimensionality as a regime-dependent variable rather than a fixed background—is interpreted here as an important attempt to relocate unification from formal concatenation to structural emergence across physical regimes. The analysis is conducted under TO as a modal–axiomatic ontology grounded in Seven Absolute Truths (modally necessary axioms). TO is explicitly presented not as a replacement for modern physics or cosmology, but as a necessary logical, ontological, and scientific foundation for any model coherent with a possible universe, as systematized in the AI-assisted evaluative framework of Cabannas 2018) and further corroborated in Cabannas Axioms 4 and 5) and the Reductive Inductor Effect (EIR; Axioms 4, 5, and 6), interpreted as operators governing boundary formation, relational expansion, convergence, recomposition, and logical-minimum stabilization. A further operational bridge is advanced through the working hypothesis that neutrinos may be phenomenic manifestations of TO plasmas, motivating interfaces with contemporary observational and experimental domains. In alignment with TO’s recent methodological literature (2026), the article outlines a three-level testability architecture—modal, phenomenological, and observational—organized in disciplined dialogue with indirect evidence streams (Bell-test experiments, CMB constraints, gravitational-wave observations, and JWST-era early-galaxy debates), and with TO’s program of operational bridges, phenomenic tables, and logical-minimum constraints. Keywords: Theory of Objectivity; modal ontology; dimensional transition; quantum field theory; general relativity; unification; inductor effects; convergence zones; testability; neutrinos; cosmology.