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Consider the spherical $p$-spin model in the $T<T_c$ spin glass phase, where $T_c$ is the temperature where Replica Symmetry Breaking occurs. Consider the overlap $q(\sigma, \sigma')$ between two configurations extracted with the Boltzmann measure: is this a self-averaging quantity? Why? | |||
Revision as of 18:01, 15 March 2026
Consider the spherical $p$-spin model in the $T<T_c$ spin glass phase, where $T_c$ is the temperature where Replica Symmetry Breaking occurs. Consider the overlap $q(\sigma, \sigma')$ between two configurations extracted with the Boltzmann measure: is this a self-averaging quantity? Why?