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Numerical verification and theoretical proof of the Kubo-Martin-Schwinger (KMS) relation for individual energy eigenstates in quantum many-body systems with SU(2) symmetry.
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This project is a specialized academic research repository accompanying a physics paper. It focuses on the Eigenstate Thermalization Hypothesis (ETH) and the KMS relation in specific symmetry classes. With 0 stars and 4 forks over nearly a year, its impact is confined to a tiny niche of theoretical condensed matter physics. From a competitive intelligence perspective, it has no commercial moat; the value lies in the scientific discovery rather than the code itself. Frontier labs (OpenAI, Google) have no interest in this specific theoretical niche unless it unexpectedly relates to quantum computing error correction or hardware-level physics. The 4 forks likely represent the authors' own environment setups or direct academic collaborators. There is no 'market' to consolidate here, and displacement would only occur through a superior theoretical proof or a more generalized numerical study in a more prestigious journal.
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