Dynamical mean-field theory for a highly heterogeneous neural population with graded persistent activity of the entorhinal cortex
Fig 2
Typical dynamics of neurons in the random network, Eq (2), for values of the coupling strength g and the ratio of the GPA neurons p.
Panels are arranged such that the coupling strength g increases from left to right (), and the ratio of the GPA neurons increases from top to bottom (
). For the larger value of the ratio of GPA, p, the transition from the silent to the chaotic state occurs at the smaller value of g. Other parameters are N = 3000,
,
, and
.