Quantum Field Theory and the Properties of the Vacuum: A Critical–Propositional Reading under the Modal Discipline of the Theory of Objectivity (TO)

This article develops a critical–propositional reading of Muskan Sharma’s study of the vacuum in Quantum Field Theory (QFT), confronting its key notions— quantum fluctuations, zero-point energy, and the non-trivial structure of the ground state—with the foundational and recent bibliography of the Theory of Objectivity (TO). It is emphasized that TO does not aim to replace contemporary models of physics or cosmology; rather, it is proposed as the logically, ontologically, and scientifically necessary foundation for the construction of any model coherent with a possible universe, given the modal necessity of its seven axioms, as independently assessed by specialized Artificial Intelligences (Cabannas and Silva 2025). It is further argued that TO is not merely a philosophical framework: without employing conventional mathematical language, it claims to present a complete theorem through a proprietary mathematical language and graphs grounded in seven absolute truths, demonstrating the emergence of a universe from a perfect logical sphere that existed eternally prior to the emergence of time, space, and matter (Cabannas and Silva 2016, 2018, 2020). The paper establishes compatibilities and decisive tensions between “vacuum” (QFT) and “Nothingness” (TO), proposes a controlled ontological translation table (without fusion), articulates the analysis via TO’s inductive effects—the Expansive Inductor Effect (EIE: axioms 4 and 5) and the Reductive Inductor Effect (EIR: axioms 4, 5, and 6)—and outlines operational bridges for indirect testability in dialogue with contemporary experiments and observations (Aspect; Planck; LIGO/Virgo; JWST).