We derive an expression of the form c ln n + o (ln n ) for the diameter of a sparse random graph with a specified degree sequence. The result holds asymptotically almost surely, assuming that certain convergence and supercriticality conditions are met, and is applicable to the classical random graph G n , p with np = Θ(1) + 1, as well as certain random power law graphs.
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Fernholz et al. (2007) studied this question.
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