Abstract
We propose a low overhead scheme for detecting a network partition or cut in a sensor network. Consider a network S of n sensors, modeled as points in a two-dimensional plane. An /spl epsiv/-cut, for any 0</spl epsiv/<1, is a linear separation of /spl epsiv/n nodes in S from a distinguished node, the base station. We show that the base station can detect whenever an /spl epsiv/-cut occurs by monitoring the status of just O(1//spl epsiv/) nodes in the network. Our scheme is deterministic and it is free of false positives: no reported cut has size smaller than 1/2/spl epsiv/n. Besides this combinatorial result, we also propose efficient algorithms for finding the O(1//spl epsiv/) nodes that should act as sentinels, and report on our simulation results, comparing the sentinel algorithm with two natural schemes based on sampling.
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