Randomized theory reconstructs quantum entanglement geometry, revealing significant physical mappings.
The quantum entanglement theory is reconstructed within the Encoded Orbital pixel structure framework. The geometric definition of entanglement is established — two S-minima on Σ_η realize geometric maximal entanglement via ℐ-Sector freezing and ℳ-Sector antipodal locking. The Two-Level Theorem is proved — the low-energy non-trivial excitation space of a geometrically maximally entangled pair is exactly 2-dimensional. Under the physical mapping conventions, the correlation function is derived. The CHSH combination supremum is proved to be . Consummate Reproduction serves as the unique physical mapping input.
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guobin ouyang (2026) studied this question.
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