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Distances in random graphs with finite mean and infinite variance degrees
ELECTRONIC JOURNAL OF PROBABILITY, (2007): 703.0-766
Abstract
In this paper we study typical distances in random graphs with i.i.d. degrees of which the tail of the common distribution function is regularly varying with exponent 1-tau. Depending on the value of the parameter tau we can distinct three cases: ( i) tau > 3, where the degrees have finite variance, (ii) tau is an element of (2, 3), where...More
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