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On the Static and Dynamical Transition in the Mean-Field Potts glass

By Emilio De Santis (a, Giorgio Parisi (b and Felix Ritort (a


We study the static as well as the glassy or dynamical transition in the meanfield p-state Potts glass. By numerical solution of the saddle point equations we investigate the static and the dynamical transition for all values of p in the nonperturbative regime p> 4. The static and dynamical Edwards-Anderson parameter increase with p logarithmically. This makes the glassy transition temperature lie very close to the static one. We compare the main predictions of the theory with the numerical simulations. cond-mat/9410093 ROM2F/94/45 1

Year: 1994
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