Simulations show critical strongly connected clusters remain fractal objects with dimension-dependent scaling: hyperscaling below d=6, mean-field above, and double power-law scaling on complete graphs.
Kryven, Emergence of the giant weak component in directed random graphs with arbitrary degree distribu- tions, Phys
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Percolation transition of strongly connected clusters in finite dimensions and on complete graphs
Simulations show critical strongly connected clusters remain fractal objects with dimension-dependent scaling: hyperscaling below d=6, mean-field above, and double power-law scaling on complete graphs.