General Transfer-of-State Model (GTOSM) Cosmic Motion and Angular Momentum as Emergent Statistics of Transfer-of-State
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2025
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| _version_ | 1866901129666756608 |
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| author | Necsanu, Radu |
| author_facet | Necsanu, Radu |
| contents | <p><strong>General Transfer-of-State Model (GTOSM)</strong>: <br><em><strong>Cosmic Motion and Angular Momentum as Emergent Statistics of Transfer-of-State</strong></em> is a standalone follow-up based on the General Transfer-of-State Model<strong> </strong>that resolves a specific tension in fundamental physics: <strong>motion and angular momentum</strong> are treated as primitive “given” structures in many formalisms (or derived via variational principles that implicitly assume the very stability they are meant to explain).</p> <p><strong>GTOSM </strong>associates it with a <strong>concrete microscopic mechanism</strong>. It identifies the substance of the tension as a compatibility problem: sustained propagation requires flux continuity, but dimensional adjustment (the only energetic act in GTOSM) locally disrupts continuity. From this, the model supplies a reliable selection rule with <strong>no teleology—only transfer paths</strong> whose adjustment rate stays below the lattice disruption threshold remain dynamically admissible; high-adjustment paths self-terminate.</p> <p>On that foundation, the paper provides solutions rather than mere definitions. It shows how “rest” is the isotropic fixed point of transfer statistics for a coherence domain, and how momentum is nothing more than persistent anisotropy in successful, admissible transfers once constraints exist. It then explains where the constraints come from: bias is an enforced W0 boundary pattern installed by non-optimal transfers, and heterogeneous MD routing plus integrated W0 impedance can suppress W1 availability to the point of a pseudo-horizon, forcing independent domains to unify into a composite coherence domain. In composites, only anti-symmetric bias can remain internal; non-cancelling components are exposed and discharged, and the permitted boundary reassembly responses are vortex-class. Nonzero winding becomes the operational signature of angular momentum, with the sign contingent rather than preferred. Finally, the paper shows how rotational anisotropy imprints outward through repeated interactions (entrainment), yielding a GTOSM-native account of how rotation can arise and propagate in extended systems without assuming conserved “spin” or invoking least-action optimization.<br><br>Version note (v2) This version removes the mouse in the "cheese wheel" analogy from the description.<br><br></p> <p dir="ltr">Standalone follow-up work on: Necsanu, R. (2025). General Transfer-of-State Model (GTOSM): A Minimum Structural Reconstruction of Quantum Mechanics, Gravitation, and Cosmology. <br>Zenodo.<a href="https://doi.org/10.5281/zenodo.17992660"> https://doi.org/10.5281/zenodo.17992660</a><br><br>ORCID: <a href="https://orcid.org/0009-0009-1281-9180">https://orcid.org/0009-0009-1281-9180</a></p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18098770 |
| institution | Zenodo |
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| publishDate | 2025 |
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| spellingShingle | General Transfer-of-State Model (GTOSM) Cosmic Motion and Angular Momentum as Emergent Statistics of Transfer-of-State Necsanu, Radu motion angular momentum cosmic angular momentum galactic rotation galaxy formation structure formation protocloud dynamics halo dynamics emergent rotation emergent angular momentum emergent motion momentum transfer of state coherence domains wave-functions as coherence domains bias W0 constraints impedance pseudo-horizon mass-demand (MD) gravitational gradient flux routing dimensional adjustment hit-miss statistics emergent mechanics foundational kinematics informational physics minimal structural models GTOSM <p><strong>General Transfer-of-State Model (GTOSM)</strong>: <br><em><strong>Cosmic Motion and Angular Momentum as Emergent Statistics of Transfer-of-State</strong></em> is a standalone follow-up based on the General Transfer-of-State Model<strong> </strong>that resolves a specific tension in fundamental physics: <strong>motion and angular momentum</strong> are treated as primitive “given” structures in many formalisms (or derived via variational principles that implicitly assume the very stability they are meant to explain).</p> <p><strong>GTOSM </strong>associates it with a <strong>concrete microscopic mechanism</strong>. It identifies the substance of the tension as a compatibility problem: sustained propagation requires flux continuity, but dimensional adjustment (the only energetic act in GTOSM) locally disrupts continuity. From this, the model supplies a reliable selection rule with <strong>no teleology—only transfer paths</strong> whose adjustment rate stays below the lattice disruption threshold remain dynamically admissible; high-adjustment paths self-terminate.</p> <p>On that foundation, the paper provides solutions rather than mere definitions. It shows how “rest” is the isotropic fixed point of transfer statistics for a coherence domain, and how momentum is nothing more than persistent anisotropy in successful, admissible transfers once constraints exist. It then explains where the constraints come from: bias is an enforced W0 boundary pattern installed by non-optimal transfers, and heterogeneous MD routing plus integrated W0 impedance can suppress W1 availability to the point of a pseudo-horizon, forcing independent domains to unify into a composite coherence domain. In composites, only anti-symmetric bias can remain internal; non-cancelling components are exposed and discharged, and the permitted boundary reassembly responses are vortex-class. Nonzero winding becomes the operational signature of angular momentum, with the sign contingent rather than preferred. Finally, the paper shows how rotational anisotropy imprints outward through repeated interactions (entrainment), yielding a GTOSM-native account of how rotation can arise and propagate in extended systems without assuming conserved “spin” or invoking least-action optimization.<br><br>Version note (v2) This version removes the mouse in the "cheese wheel" analogy from the description.<br><br></p> <p dir="ltr">Standalone follow-up work on: Necsanu, R. (2025). General Transfer-of-State Model (GTOSM): A Minimum Structural Reconstruction of Quantum Mechanics, Gravitation, and Cosmology. <br>Zenodo.<a href="https://doi.org/10.5281/zenodo.17992660"> https://doi.org/10.5281/zenodo.17992660</a><br><br>ORCID: <a href="https://orcid.org/0009-0009-1281-9180">https://orcid.org/0009-0009-1281-9180</a></p> |
| title | General Transfer-of-State Model (GTOSM) Cosmic Motion and Angular Momentum as Emergent Statistics of Transfer-of-State |
| topic | motion angular momentum cosmic angular momentum galactic rotation galaxy formation structure formation protocloud dynamics halo dynamics emergent rotation emergent angular momentum emergent motion momentum transfer of state coherence domains wave-functions as coherence domains bias W0 constraints impedance pseudo-horizon mass-demand (MD) gravitational gradient flux routing dimensional adjustment hit-miss statistics emergent mechanics foundational kinematics informational physics minimal structural models GTOSM |
| url | https://doi.org/10.5281/zenodo.18098770 |