Computer Science – Computational Geometry
Scientific paper
2008-12-19
Computer Science
Computational Geometry
19 pages, 5 figures. To appear at 20th International Symposium on Algorithms and Computation (ISAAC 2009)
Scientific paper
In greedy geometric routing, messages are passed in a network embedded in a metric space according to the greedy strategy of always forwarding messages to nodes that are closer to the destination. We show that greedy geometric routing schemes exist for the Euclidean metric in R^2, for 3-connected planar graphs, with coordinates that can be represented succinctly, that is, with O(log n) bits, where n is the number of vertices in the graph. Moreover, our embedding strategy introduces a coordinate system for R^2 that supports distance comparisons using our succinct coordinates. Thus, our scheme can be used to significantly reduce bandwidth, space, and header size over other recently discovered greedy geometric routing implementations for R^2.
Goodrich Michael T.
Strash Darren
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