Quantitative analysis of the state-space structure in a short-range Ising spin glass

The state space structure of a finite cubic Ising spin glass model with a uniform distribution of short-range interactions is analysed in detail. The global and different measures for the local stale density are presented and discussed quantitatively. The comparison of these densities gives an interesting insight in the structure of the state space. In addition the density of local minima and it's scaling behaviour is considered. The geometry of barriers in the system is investigated.