2005
DOI: 10.1145/1082469.1082470
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Gossip-based aggregation in large dynamic networks

Abstract: As computer networks increase in size, become more heterogeneous and span greater geographic distances, applications must be designed to cope with the very large scale, poor reliability, and often, with the extreme dynamism of the underlying network. Aggregation is a key functional building block for such applications: it refers to a set of functions that provide components of a distributed system access to global information including network size, average load, average uptime, location and description of hot… Show more

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Cited by 586 publications
(622 citation statements)
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“…The challenge of tackling these large instances of a problem and the results regarding small-world structured populations in [6], drove us to analyze in this work the effects of a self-organized population using the gossiping protocol newscast [10,9]. Newscast shares some small-world properties with the WattsStrogatz model [17], such as a low average path length and a high clustering coefficient, and has been proved to scale to a large number of nodes [16].…”
Section: Introductionmentioning
confidence: 99%
“…The challenge of tackling these large instances of a problem and the results regarding small-world structured populations in [6], drove us to analyze in this work the effects of a self-organized population using the gossiping protocol newscast [10,9]. Newscast shares some small-world properties with the WattsStrogatz model [17], such as a low average path length and a high clustering coefficient, and has been proved to scale to a large number of nodes [16].…”
Section: Introductionmentioning
confidence: 99%
“…Perhaps the simplest example is gossip-based averaging [14,16], where the gossip approach is extremely robust, scalable, and efficient. However, gossip algorithms support more sophisticated algorithms that compute more complex global functions.…”
Section: Background and Related Workmentioning
confidence: 99%
“…4. The resulting number of centroids could be different at different nodes, so a pairwise averaging algorithm [5] is run on such values. All nodes will obtain the same average number G = 1/N N i=1 G i .…”
Section: Fig 1 Overview Of Ds-meansmentioning
confidence: 99%
“…To obtain this we use a simple, epidemic-based pairwise averaging algorithm [5]. After O(log N ) epidemic rounds all nodes know the average number of clusters computed by the different instances of X-means.…”
Section: Pairwise Averagingmentioning
confidence: 99%