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Topological Vortex Space-Time Ontology (TVSTO)III. Mathematical Framework of TVSTO The mathematical framework of TVSTO is based on topological fluid dynamics, and its core equations and models can be summarized into the following key parts: 3.1 Vortex Dynamics Equation: Uses a modified form of the generalized Navier-Stokes equation to describe the generation and evolution of topological vortices in an ideal fluid: ∂v/∂t +...0 Commentarii 0 Distribuiri 1K Views 0 previzualizare
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Topological Vortex Space-Time Ontology (TVSTO)3.3 Symmetry Transition Theory: Proposes higher-order symmetry groups G_n to describe the vortex self-organization process. System complexity is achieved through transitions in the order n of the symmetry group, rather than through traditional symmetry breaking. For example, the emergence of a superfluid vortex corresponds to a symmetry transition from G₂ to G₄. These mathematical tools,...0 Commentarii 0 Distribuiri 2K Views 0 previzualizare
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Topological Vortex Space-Time Ontology (TVSTO)4.2 Experimental Verification: 4.2.1 Observation of Optical Skyrmions: The topological structures of optical vortices observed experimentally (e.g., vortex phase singularities) highly coincide with the geometric characteristics of the vortex network predicted by TVSTO. Measurements of their winding numbers support the theory's non-local correlation model. 4.2.2 Superfluid Vortex Experiments:...0 Commentarii 0 Distribuiri 1K Views 0 previzualizare
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Topological Vortex Space-Time Ontology (TVSTO)V. Conclusion By redefining the nature of spacetime, TVSTO provides a theoretical framework for modern physics that combines innovativeness with explanatory power. Its core contributions lie in: 5.1 Paradigm Innovation: Replacing traditional particle or field-based models with topological fluid dynamics, it treats spacetime as a dynamic vortex network, unifying the geometric descriptions of...0 Commentarii 0 Distribuiri 2K Views 0 previzualizare
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