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Dynamical Transitions in a One-Dimensional Katz–Lebowitz–Spohn Model
Dynamical transitions, already found in the high- and low-density phases of the Totally Asymmetric Simple Exclusion Process and a couple of its generalizations, are singularities in the rate of relaxation towards the Non-Equilibrium Stationary State (NESS), which do not correspond to any transition in the NESS itself. We investigate dynamical transitions in the one-dimensional Katz–Lebowitz–Spohn model, a further generalization of the Totally Asymmetric Simple Exclusion Process where thedoi:10.3390/e21111028 fatcat:f33jkdmmznezrpkykcmnlprbem