Effects of Inhibitory Signal on Criticality in Excitatory-Inhibitory Networks *
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Effects of Inhibitory Signal on Criticality in Excitatory-Inhibitory Networks * |
| Fan Wang,Sheng-Jun Wang |
| Fig. 4 (Color online) The effect of decreasing the excitation (square) and inhibition (circle) on dynamic range. The triangle points represent the network's dynamic range in critical state. (a) Removing a fraction ($r$) of excitatory or inhibitory nodes. (b) Deleting a fraction ($d$) of excitatory or inhibitory links. (c) Weakening a fraction ($w$) of excitatory or inhibitory coupling strength in critical network. |
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