Scaling and percolation in the small-world network model
Abstract
In this paper we study the small-world network model of Watts and Strogatz, which mimics some aspects of the structure of networks of social interactions. We argue that there is one nontrivial length-scale in the model, analogous to the correlation length in other systems, which is well-defined in the limit of infinite system size and which diverges continuously as the randomness in the network tends to zero, giving a normal critical point in...
Paper Details
Title
Scaling and percolation in the small-world network model
Published Date
Dec 1, 1999
Journal
Volume
60
Issue
6
Pages
7332 - 7342
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