Cluster Growth in a Growing Tree Network

Physics – Condensed Matter – Statistical Mechanics

Scientific paper

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9 pages, 7 eps figures, LaTeX/RevTeX

Scientific paper

We analyze a simple model for growing tree networks and find that although it never percolates, there is an anomalously large cluster at finite size. We study the growth of both the maximal cluster and the cluster containing the original vertex and find that they obey power laws. This property is also observed through simulations in a non-linear model with loops and a true percolating phase.

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