Ising spin glasses: Corrections to finite size scaling, freezing temperatures, and critical exponents

We compare simulation data from different sources on two canonical three-dimensional Ising spin glasses (ISGs): the binomial $\pm J$ near-neighbor interaction ISG and the Gaussian interaction ISG. We allow for the possibility of corrections to finite size scaling and estimate the correction exponent w. Consistent estimates for the critical temperatures $T_g$ and for the critical exponents for each system are obtained. The data strongly indicate that critical exponents in the two systems are significantly different from each other. These results thus confirm a breakdown of standard universality rules in Ising spin glasses.