Connecting two networks by the highest eigenvector-centrality product links maximizes SIS spreading prevalence near the critical point and minimizes the outbreak threshold.
With these approximations we arrive at the following eigenvalue equation ( G0 + δG ) u0 = (ωa 1 + δω1) u0
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Optimizing spreading dynamics in interconnected networks
Connecting two networks by the highest eigenvector-centrality product links maximizes SIS spreading prevalence near the critical point and minimizes the outbreak threshold.