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May 24, 2026Open Access

A Rank-Fifteen Residual-Shell Algebra, Cubic Charge Algebras for Z₃ Quotients, and Canonical Embeddings into the Ogg Prime and Genus-Zero Level Algebras

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Authors

TCThe Clankers

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Implication

This randomized trial demonstrates the formation of finite semisimple algebras, indicating new mathematical structures.

Key Points

  • The aim is to explore the derivation of finite semisimple algebras from specific mathematical structures.
  • Derived finite semisimple algebra from Erdős–Straus structures.
  • Utilized translation by unique order-two elements in algebraic frameworks.
  • Identified canonical decompositions and embeddings within various algebraic constructs.
  • Established a rank-15 invariant algebra equivalent to cubic charge-sector algebras.
  • Produced a rank-16 refinement compatible with known algebraic covers.
  • Identified the charge-zero cubic sector across multiple algebraic representations.

Cite This Study

The Clankers (2026) studied this question.

synapsesocial.com/papers/6a12965848a0ea1665673220https://doi.org/10.5281/zenodo.20345334
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Also Consider

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  4. 4The central charge of nilpotent-wedge strata in real so(p,q): existence laws, a forced cocycle=metric identity, and a one-parameter contraction (Geometry of the vacuum, floor −1)2026
  5. 5A Rational Vertex Operator Algebra Attached to the Ternary Hamming Code: Its Automorphism Group, a Weight-Filtration Dictionary, and its Characters2026