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3 results

Preprint

The Shnoudi Holographic Tensor-Network Construction An Explicit Construction with Independent Computational Cross-Checks on Mathieu-Group Combinatorial Geometry, with a Precisely Scoped Verification of Ryu–Takayanagi Entropy and the Entanglement First Law

Ibrahim Amin Shnoudi 2026

This note constructs an explicit tensor network from combinatorial data associated with the Mathieu group M11 and the extended binary Golay code, and tests it against two structures from the holographic tensor-network literature: the Ryu–Takayanagi minimal- cut entropy formula and the entanglement…

Cite Related research LOR-00093 · 13 views · 11 downloads Select “The Shnoudi Holographic Tensor-Network Construction An…” for export

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Journal article

The Shnoudi Descent: From the Golay Code and Leech Lattice to Four-Dimensional Triality — 24 to 4 Version Two — A Speculative Mathematical Framework for the Emergence of Four-Dimensional Geometry and Particle Symmetry

Ibrahim Amin Shnoudi 2026

This document develops a mathematical construction connecting the Golay code and Leech lattice, in twenty- four dimensions, to a four-dimensional, triality-based particle symmetry structure. Every computational claim is verified by 55 independently runnable Python scripts, provided as a separate…

Cite Related research LOR-00088 · 71 views · 39 downloads Select “The Shnoudi Descent: From the Golay Code and Leech Lattice…” for export

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Preprint

S H N O U D I R E S E A R C H On the Putative Extremal [72, 36, 16] Binary Code

Ibrahim Amin Shnoudi, Ibrahim Amin Shnoudi 2026

Whether a binary doubly-even self-dual [72,36,16] code exists has been open since 1973. This document does not settle the question; it maps, with certified exactness, the point at which the known methods stop, so that a future argument can begin there. On the way it proves the results below about…

Cite Related research LOR-00080 · 10 views · 7 downloads Select “S H N O U D I R E S E A R C H On the Putative Extremal…” for export

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