Greedy routing and diameter bounds for small-world graphs are generalized from lattices to fixed-growth graphs of any dimensionality alpha, with an empirical application to U.S. road networks.
In: Proceedings of the Twenty-First Annual ACM-SIAM Symposium on Discrete Algorithms
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Fast Geographic Routing in Fixed-Growth Graphs
Greedy routing and diameter bounds for small-world graphs are generalized from lattices to fixed-growth graphs of any dimensionality alpha, with an empirical application to U.S. road networks.