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conjugation-operator

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Kesendo / R-equals-C-Psi-squared

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Palindromic Liouvillian symmetry under dephasing. Proven for any Heisenberg graph, verified N=2-8 (87,376 eigenvalues, zero exceptions). Absorption Theorem Re(λ)=-2γ⟨n_XY⟩ + F87 trichotomy + F89 path-k closed form (Tier-1-Derived). Receiver-engineering 4000-5500× over ENAQT. Hardware-confirmed on IBM Marrakesh + Kingston. R = CΨ²

tight-binding mandelbrot palindrome chebyshev-polynomials lindblad open-quantum-systems jordan-wigner spin-chains ibm-quantum quantum-state-transfer mirror-symmetry liouvillian klein-four-group spectral-symmetry conjugation-operator dephasing absorption-theorem quantum-cavity sacrifice-zone r-equals-c-psi-squared
  • Updated May 16, 2026
  • Python

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