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A stochastic complex network model

Published Web Location

https://doi.org/10.1090/s1079-6762-03-00123-9
Abstract

We introduce a stochastic model for complex networks possessing three qualitative features: power-law degree distributions, local clustering, and slowly growing diameter. The model is mathematically natural, permits a wide variety of explicit calculations, has the desired three qualitative features, and fits the complete range of degree scaling exponents and clustering parameters. © 2003 American Mathematical Society.

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