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The phase transition in the configuration model

Combinatorics, Probability & Computing, no. 1-2 (2012): 265-299

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Let G = G(d) be a random graph with a given degree sequence d, such as a random r-regular graph where r â聣楼 3 is fixed and n = |G| â聠聮 ∞. We study the percolation phase transition on such graphs G, i.e., the emergence as p increases of a unique giant component in the random subgraph G[p] obtained by keeping edges independently with probab...更多

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