Figure 2 | Scientific Reports

Figure 2

From: The balance between integration and segregation drives network dynamics maximizing multistability and metastability

Figure 2

Integration and Segregation Metrics for different network topologies. (A) Network classification based on the Small-world index (\(\omega\)) into lattice, soft lattice, small world, soft random, and random categories. (B–D) Relationship of \(\omega\) with clustering coefficient, modularity, and path length, respectively. (E) Relationship of \(\omega\) with global efficiency. Lattice: \(\omega \le -0.75\)); soft lattice: \(-0.75<\omega \le -0.25\); small world: \(0.25<\omega \le 0.25\); soft random: 0.25\(<\omega \le 0.75\); random: \(0.75<\omega\).

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