Recursive Stability and Coordination Sequences in 11D Systems

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Authors: Ahmed Macky
Cited by: 0

Abstract

Recursive Stability and Molecular Conformation in 11D Systems The interaction between the primary frequency 216 and the 114 structural units generates the global constant 24624. This product acts as a definitive node in multidimensional lattice theory, serving as a blueprint for Crystallography and Molecular Conformation. Recursive Integrity: The value 24624 is a self-referential identity (Sequence A257784). Its structural integrity is proved by the product of its internal digital operations ($18^2 \times 76$), establishing a closed-loop system that prevents information decay across dimensions. Topological Density: By applying a 24-unit stabilization grid, we derive the constant 1026. This value provides the Coordination Sequences and exact topological densities for Zeolite frameworks (Sequence A008000), bridging theoretical Biophysics with tangible crystalline structures. Dimensional Alignment: The foundational lists (47, 31, 21) align with the 11D Odd Group Numbers. The resulting 76-unit base creates a 2:3 harmonic resonance with the 114-unit system, anchoring the model at the 298° Al-Akram (الأكرم) limit.

Fields of Study & Subjects

Advanced Mathematical Theories and Applications Relativity and Gravitational Theory Black Holes and Theoretical Physics

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
3 January 2026
Language
EN