US EditionNeumann Algebras And Modular Dynamics Reveal Quantum System Transitions
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Neumann Algebras And Modular Dynamics Reveal Quantum System Transitions
Recent research demonstrates a connection between crossed products, Tomita-Takesaki modular dynamics, and the transition between type III and type II von Neumann algebras, potentially illuminating induced gravity as proposed by Sakharov and offering insights into the behaviour of projectors and partial isometries during this algebraic phase change.
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