Formal analysis examines vacuum properties in quantum field theory, indicating potential ontological connections.
This paper develops a formal critical–propositional analysis of Muskan Sharma’s Zenodo study “Quantum Field Theory and the Properties of the Vacuum: A Comprehensive Study”, focusing on the quantum vacuum as a non-trivial ground-state structure characterized by unavoidable fluctuations, zero-point energy, and empirically relevant effects. The article articulates Sharma’s QFT-based account of the vacuum in disciplined confrontation with the foundational and recent bibliography of the Theory of Objectivity (TO)—a modal–axiomatic ontology grounded in Seven Absolute Truths claimed as logically necessary conditions for any possible universe. In this framework, the paper clarifies a key methodological principle: TO does not aim to replace contemporary physics or cosmology (including QFT). Rather, it is presented as a logically, ontologically, and scientifically necessary foundational grammar for any coherent universe-model, as independently assessed in AI-assisted evaluations (Cabannas & Silva, 2025). A central contribution of the paper is the systematic distinction between the QFT vacuum (a physical minimum state defined internally to field formalism) and TO’s concept of Nothingness (a primitive and eternal mathematical essence, ontologically prior to time, space, and matter). The analysis identifies strong compatibilities—especially the rejection of “naïve emptiness”—while also isolating decisive tensions, particularly the risk of ontological priority inversion, where phenomenological formalism is incorrectly promoted to ultimate foundation. To prevent conceptual fusion, the paper proposes a controlled ontological translation table (QFT → TO), preserving QFT’s operational integrity while relocating the vacuum to the status of a late phenomenological regime within a universe already emergent. This reconstruction is further articulated through TO’s Inductor Effects, specifically the Expansive Inductor Effect (EIE: axioms 4 and 5) and the Reductive Inductor Effect (EIR: axioms 4, 5, and 6), providing a structured grammar for interpreting vacuum stability, boundary conditions, relational existence, and compositional derivation. The study also incorporates TO’s recent methodological developments on testability, predictability, and AI-assisted operational bridges, emphasizing indirect empirical contact and disciplined reinterpretation of data. In dialogue with contemporary evidence, the paper discusses nonlocal correlations (Aspect), primordial structure (Planck/CMB), gravitational-wave observations (LIGO/Virgo), and early-galaxy tensions (JWST), arguing that these domains offer fertile terrain for operational cross-reading. As an additional propositional hypothesis, the paper adopts the guideline that neutrinos may be phenomenic manifestations of TO plasmas, strengthening possible bridges between cosmological regime theory and experimental phenomenology. Overall, the article presents a structured and publication-ready framework for connecting the quantum vacuum discourse in QFT with a modal–axiomatic ontology, preserving physics while imposing ontological discipline, and expanding pathways for future empirical dialogue through operational bridges and phenomenic mapping.
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Cabannas et al. (2026) studied this question.
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