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Hlavní autor:	Kazlauskas, Danijus
Médium:	Recurso digital
Jazyk:	angličtina
Vydáno:	Zenodo 2026
Témata:	Physics Danijus Kazlauskas Mathematics Complex Systems Theoretical Physics Numerical Analysis Cosmology Dynamical Systems Computational Mathematics Systems Theory Astrophysics Mathematical Modeling emergent structures numeric propagation theoretical modeling astrophysical calculations mathematical relations system hierarchy invariant ratios geometric scaling complex numerical systems planetary dynamics temporal scaling computational structures orbital dynamics dimensional scaling atom sun Earth universe model structure model
On-line přístup:	https://doi.org/10.5281/zenodo.19978349
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This document records a series of direct numeric closure calculations involving cube hierarchies, decimal propagation, reversible normalization chains, time-block convergence, orbital bridge structures, and light-channel scaling relations. The work focuses on repeated structural reappearance of the cube nodes: <ul> <li>8 = 2³</li> <li>27 = 3³</li> <li>64 = 4³</li> <li>216 = 6³</li> </ul> The calculations examine: <ul> <li>cube-linked bridge propagation,</li> <li>reversible 3600 time-block closures,</li> <li>1/6 decimal-family transitions,</li> <li>499 structural channel relations,</li> <li>Earth bridge synchronization regions,</li> <li>light–orbit–rotation closures,</li> <li>decimal-scale transfer behavior,</li> <li>preservation of numeric structure across projection scales.</li> </ul> All calculations are recorded exactly as performed without symbolic reinterpretation. The document is distributed under: IRCH Public Research License 1.0 The work may be read, cited, and shared only in complete unchanged form with the license attached.

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