Fig. 1: Detachment process and entanglement centrality.
From: Unraveling the effects of multiscale network entanglement on empirical systems
a The process of detaching node x and its incidence edges from the original network G is plotted, forming a perturbed network \({G}_{x}^{\prime}\), colored in blue, and a star network δGx including the detached node x and its neighbors, colored in red for clarity. b The entanglement of each node is shown as a function of the propagation time β, for a random geometric network with the number of nodes N = 100 and radius 0.15, where each trajectory is colored according to the degree of the detached node. In this plot, the vertical axis show the propagation time β and the horizontal encodes the entanglement. The collective entanglement \({\bar{M}}_{\beta }\), defined as average entanglement of all the nodes, is represented by the orange dashed line that reaches a minimum around the middle scales.
