A class of infinite-ranged random model Hamiltonians is defined as a limiting case in which
the appropriate form of mean-field theory, order parameters and phase diagram to describe …

Exact averaged equations for spin relaxation in infinite-ranged spin-glasses are derived. It is
shown that, in general, time-persistent terms in both correlation and response functions …

We consider the nonequilibrium behavior of the spin-glass ordered phase within the droplet
scaling theory introduced previously. The fundamental long-time nonequilibrium process is …

I present an analysis of the dynamic behavior of short-range Ising spin glasses observed in
stochastic simulations. The time dependence of the order parameter q (t)=< S x (0) S x (t)> …

It is proposed that the spin-glass phase is described by two order parameters q (x)=[< S i (0)
S i (tx)>] av and χ (x)=∫ 0 tx χ (t) dt, that measure the relaxations of the average …

The static and the dynamical theories for the mean-field p-spin (p> 2) interaction spin-glass
model are studied. A broken-replica-symmetric equilibrium solution leads to a glass …

By a recursive method numerically exact free energies are calculated for square L× L Ising
lattices, with 6<~ L<~ 18, for several kinds of frozen-in bond disorder:(i) bonds±J with …

Langevin equations for the relaxation of spin fluctuations in a soft-spin version of the
Edwards-Anderson model are used as a starting point for the study of the dynamic and static …

Abstract The Edwards and Anderson model for spin glasses is investigated by a decimation
rescaling transformation applied to a spin-1/2 Ising model. The technique reproduces the …

The low-temperature dynamics of the two-and three-dimensional Ising spin-glass model with
Gaussian couplings is investigated via extensive Monte Carlo simulations. We find an …