A rigorous two-sided bound on relative free energy is generalized to unbounded perturbations in von Neumann algebras, with variational formulas, and proposed as a thermodynamic entanglement criterion.
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The two-sided Bogoliubov inequality in von Neumann algebras conceptualizes the free energy--quantum correlations link
A rigorous two-sided bound on relative free energy is generalized to unbounded perturbations in von Neumann algebras, with variational formulas, and proposed as a thermodynamic entanglement criterion.