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Numerical Simulations of the 4D Edwards-Anderson Spin Glass with Binary Couplings
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Numerical Simulations of the 4D Edwards-Anderson Spin Glass with Binary Couplings
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We present numerical results that allow a precise determination of the transition point and of the critical exponents of the 4D Edwards-Anderson Spin Glass with binary quenched random couplings. We show that the low T phase undergoes Replica Symmetry Breaking. We obtain results on large lattices, up to a volume $V=10^4$: we use finite size scaling to show the relevance of our results in the infinite volume limit.
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