By Ernest Chang, Rosemary Roberts
Communications of the ACM,
May 1979,
Vol. 22 No. 5, Pages 281-283
10.1145/359104.359108
Comments
This note presents an improvement to LeLann's algorithm for finding the largest (or smallest) of a set of uniquely numbered processes arranged in a circle, in which no central controller exists and the number of processes is not known a priori. This decentralized algorithm uses a technique of selective message extinction in order to achieve an average number of message passes of order (n log n) rather than O(n2).
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