Average Path Length in Complex Networks: Patterns and Predictions

Details Average Path Length in Complex Networks: Patterns and Predictions Average Path Length in Complex Networks: Patterns and Predictions

2007-10-16

arxiv.org/abs/0710.2947v2

Physics

Physics and Society

5 pages, 3 figures; submitted to Journal of Statistical Mechanics

Scientific paper

A simple and accurate relationship is demonstrated that links the average shortest path, nodes, and edges in a complex network. This relationship takes advantage of the concept of link density and shows a large improvement in fitting networks of all scales over the typical random graph model. The relationships herein can allow researchers to better predict the shortest path of networks of almost any size.

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