  Ising spin glass models with bimodal, Gaussian, uniform and Laplacian
interaction distributions in dimension five are studied through detailed
numerical simulations. The data are analyzed in both the finite-size scaling
regime and the thermodynamic limit regime. It is shown that the values of
critical exponents and of dimensionless observables at criticality are model
dependent. Models in a single universality class have identical values for each
of these critical parameters, so Ising spin glass models in dimension five with
different interaction distributions each lie in different universality classes.
This result confirms conclusions drawn from measurements in dimension four and
dimension two.
