Dynamic Behavior of Spin Glass Systems on Quenched Phi-3 Graphs
We study the dynamical out-of-equilibrium behavior of a $J = \pm 1$ Ising spin glass on quenched $ϕ^{3}$ graphs. We show that magnetization and energy decay with a power law behavior, with exponents that are linear in $\frac{T}{T_{c}}$. Quenched $ϕ^{3}$ graphs turn out to be a very effective way to study numerically mean field spin glasses.
cond-mat↗