AI and Intelligent Systems: Engineering, Medicine & Society(AIISEMS)

Independent researcher (CUCE/Spinoza/Hilbert program), Chile

Publications

• Research Article   
  CUP-Ω∗: A Covariant GKLS–Einstein–Langevin Universal Equation for Thermodynamically Consistent Quantum–Informational Dynamics in the CUCE/Spinoza/Hilbert Framework
  Author(s): Gallardo Vicente Merino*
  
  We formulate CUP-Ω∗ as a covariant evolution law for a quantum state functional defined on Cauchy hypersurfaces. The generator combines Tomonaga–Schwinger hypersurface dynamics with a covariant GKLS dissipator constructed from modular jump operators relative to a unified thermodynamic target state. Under explicit locality and integrability conditions, the evolution is foliation independent. Under detailed balance and primitivity assumptions, the quantum relative entropy to the target state provides a Lyapunov functional, ensuring a second-lawtype monotonicity and exponential convergence to a unique attractor. We further couple the matter dynamics to an Einstein–Langevin stochastic semiclassical gravity equation to encode stress-tensor fluctuations and back-reaction consistently. Finally, we derive falsifiable, quantitative constraints—finite-step Choi po.. Read More»
  

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