Continuous-time dynamics of asymmetrically diluted neural networks
Reiner Kree, Alfred Zippelius · Physical Review A · 1987
We study the continuous-time dynamics of a strongly diluted Hopfield model with asymmetric synaptic connections. The model is exactly soluble for static as well as dynamic properties. The time evolution of the autocorrelation, the susceptibility, and the overlap function of two configurations are given in explicit form.