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Universality in the tripartite information after global quenches: spin flip and semilocal charges
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Universality in the tripartite information after global quenches: spin flip and semilocal charges
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We study stationary states emerging after global quenches in which the time evolution is under local Hamiltonians that possess semilocal conserved operators. In particular, we study a model that is dual to quantum XY chain. We show that a localized perturbation in the initial state can turn an exponential decay of spatial correlations in the stationary state into an algebraic decay. We investigate the consequences on the behavior of the (R\'enyi-$\alpha$) entanglement entropies, focusing on the tripartite information of three adjacent subsystems. In the limit of large subsystems, we show that in the stationary state with the algebraic decay of correlations the tripartite information exhibits a non-zero value with a universal dependency on the cross ratio, while it vanishes in the stationary state with the exponential decay of correlations.
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Cited by 1 Pith paper
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Temperature Beyond Equilibrium in Isolated Quantum Many-Body Systems and Their Subsystems
A nonequilibrium temperature is defined as the coordinate of a canonical pseudolocal flow on leaves of fixed energy coherence in the state space of isolated quantum spin chains.
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