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Spectral and Geometric Projections of Invariance: The Recursion Constant Across Nature

Fuente: Zenodo

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Detalles Bibliográficos
Autor principal:	Julian, Joseph
Formato:	Recurso digital
Publicado:	Zenodo 2025
Materias:	spectral invariance geometric projections mass hierarchy invariants standard model mass ratios recursion symmetry $\tau$-recursion geometry $\tau$-covariant dynamics $\tau$-Lorentz invariance eigenmode structure recursion potential Mirror-Mind Theory CPT-Coherence recursive geometry $\tau$-curvature operator awareness kernel recursive collapse operator operator algebra of coherence $\tau$-action functional recursion constant coherence manifold TauSolver Prism spectral decomposition eigenvalue projections recursion eigenbasis Hamiltonian assembly log-spectral mapping spectral flow invariance geometric eigenmodes boundary condidtion analysis recursive solver stability unified mass geometry recursion-induced symmetry self-similar field hierarchy scale-free dynamics mass-energy correspondence recursive unification framework topological coherence information geometry of mass spectral topology $\tau$-manifold curvature
Acceso en línea:	Acceder al recurso
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