Planck‑Vortex Theory (PVT)
Year: 2026
Type: preprint
Abstract: The Planck‑Vortex Theory (PVT) represents a fully developed theoretical framework built upon a clearly defined mathematical architecture, from which physical interpretations are systematically derived. The theory integrates axioms, operator algebra, spectral structures, stability norms, and geodesic dynamics into a consistent overall model of discrete vortex configurations within the Monistic Continuum Model (MCM). The mathematical foundation is fully formalized: the carrier space, the fundamental operators, the spectral theory, and the existence and uniqueness proofs of the To‑geodesics satisfy the criteria of a rigorously defined theory. The physical objects (quark vortices, higher‑order vortices, clusters, fields) are unambiguously interpretable as elements of this mathematical structure. The dynamics follow directly from the operators and are supported by explicit equations and stability criteria. The PVT possesses a clearly formulated correspondence principle that links the theory to established physical models. In appropriate limiting regimes, it reproduces the structures of quantum mechanics, quantum field theory, and general relativity. Moreover, the theory provides experimentally relevant signatures and quantitative predictions that are, in principle, measurable and allow empirical connection. Overall, the PVT meets the standards of a modern theoretical physics monograph: it is mathematically consistent, physically motivated, conceptually coherent, and structurally complete. The theory constitutes an original contribution to fundamental physics and offers a unified framework that ensures both internal consistency and external compatibility.
Author: Moosbrugger, Walter
Language: English
Subfield: Astronomy and Astrophysics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7167484731
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