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A Fast Clustering Algorithm for Analyzing Big Data Generated in Ubiquitous Sensor Networks

机译:快速遍历传感器网络中生成的大数据的聚类算法

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摘要

Recently, The emergence of wireless sensor networks (WSNs) plays a major role in the rise of big data as thousands of their applications collect huge amounts of data that require processing. Consequently, WSN faces two major challenges. First, it handles the big data collection, and second, the energy of sensors will be depleted quickly due to the huge volume of data collection and transmission. Hence, current research has been focused on data classification as an efficient technique to reduce big data collection in WSNs thus enhancing their lifetime. This paper proposes a fast data clustering technique called FKmeans, i.e. Fast Kmeans, dedicated to periodic applications in WSNs. FKmeans consists of two stage algorithm and aims to enhance the time cost of distance calculation of traditional Kmeans algorithm thus, ensure fast data delivery to the sink node. The first stage, i.e. center selection stage, selects a small portion of datasets in order to find the best possible location of the centers. The second stage, i.e. cluster formation stage, uses the traditional Kmeans algorithm adopted to the Euclidean distance where the initial centers used are taken from the first stage. Our proposed technique is validated via simulations on real sensor data and comparison with the traditional Kmeans algorithm. The obtained results show the effectiveness of our technique in terms of improving the energy consumption and data delivery delay, without loss in data fidelity.
机译:最近,无线传感器网络(WSN)的出现在大数据的兴起中起着重要作用,因为成千上万的应用程序收集了需要处理的大量数据。因此,WSN面临两个主要挑战。首先,它处理大数据收集,其次,由于海量数据的收集和传输,传感器的能量将很快耗尽。因此,当前的研究集中在数据分类上,这是一种减少WSN中大数据收集从而延长其寿命的有效技术。本文提出了一种称为FKmeans的快速数据聚类技术,即Fast Kmeans,专门用于WSN中的定期应用。 FKmeans由两阶段算法组成,旨在提高传统Kmeans算法的距离计算的时间成本,从而确保将数据快速传递到宿节点。第一阶段,即中心选择阶段,选择一小部分数据集以便找到中心的最佳可能位置。第二阶段,即集群形成阶段,使用欧氏距离采用的传统Kmeans算法,其中使用的初始中心取自第一阶段。通过对真实传感器数据进行仿真并与传统Kmeans算法进行比较,验证了我们提出的技术。获得的结果表明,在不降低数据保真度的前提下,我们的技术在改善能耗和数据传输延迟方面是有效的。

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