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Distributed k -Means Algorithm and Fuzzy c -Means Algorithm for Sensor Networks Based on Multiagent Consensus Theory

机译:基于多智能体共识理论的传感器网络分布式k均值算法和模糊c均值算法

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摘要

This paper is concerned with developing a distributed k -means algorithm and a distributed fuzzy c -means algorithm for wireless sensor networks (WSNs) where each node is equipped with sensors. The underlying topology of the WSN is supposed to be strongly connected. The consensus algorithm in multiagent consensus theory is utilized to exchange the measurement information of the sensors in WSN. To obtain a faster convergence speed as well as a higher possibility of having the global optimum, a distributed k -means++ algorithm is first proposed to find the initial centroids before executing the distributed k -means algorithm and the distributed fuzzy c -means algorithm. The proposed distributed k -means algorithm is capable of partitioning the data observed by the nodes into measure-dependent groups which have small in-group and large out-group distances, while the proposed distributed fuzzy c -means algorithm is capable of partitioning the data observed by the nodes into different measure-dependent groups with degrees of membership values ranging from 0 to 1. Simulation results show that the proposed distributed algorithms can achieve almost the same results as that given by the centralized clustering algorithms.
机译:本文涉及为每个节点都配备传感器的无线传感器网络(WSN)开发分布式k-均值算法和分布式模糊c-均值算法。 WSN的基础拓扑应该是牢固连接的。利用多智能体共识理论中的共识算法来交换WSN中传感器的测量信息。为了获得更快的收敛速度以及更高的具有全局最优性的可能性,在执行分布式k -means算法和分布式模糊c -means算法之前,首先提出了一种分布式k -means ++算法来查找初始质心。所提出的分布式k均值算法能够将节点观测到的数据划分为组内距离和组外距离较小的依赖度量的组,而所提出的分布式模糊c均值算法能够将数据分区由节点观察到的隶属度值范围从0到1的不同度量相关组。仿真结果表明,所提出的分布式算法可以实现与集中式聚类算法几乎相同的结果。

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