New incremental fuzzy c medoids clustering algorithms

Nicolas Labroche
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引用次数: 25

Abstract

This paper proposes two new incremental fuzzy c medoids clustering algorithms for very large datasets. These algorithms are tailored to work with continuous data streams, where all the data is not necessarily available at once or can not fit in main memory. Some fuzzy algorithms already propose solutions to manage large datasets in a similar way but are generally limited to spatial datasets to avoid the complexity of medoids computation. Our methods keep the advantages of the fuzzy approaches and add the capability to handle large relational datasets by considering the continuous input stream of data as a set of data chunks that are processed sequentially. Two distinct models are proposed to aggregate the information discovered from each data chunk and produce the final partition of the dataset. Our new algorithms are compared to state-of-the-art fuzzy clustering algorithms on artificial and real datasets. Experiments show that our new approaches perform closely if not better than existing algorithms while adding the capability to handle relational data to better match the needs of real world applications.
一种新的增量模糊c介质聚类算法
针对超大数据集,提出了两种新的增量模糊c介质聚类算法。这些算法是为处理连续的数据流而量身定制的,在这种情况下,所有的数据不一定同时可用,或者不能放在主存储器中。一些模糊算法已经提出了以类似方式管理大型数据集的解决方案,但通常仅限于空间数据集,以避免介质计算的复杂性。我们的方法保留了模糊方法的优点,并通过将连续输入的数据流视为一组顺序处理的数据块来增加处理大型关系数据集的能力。提出了两种不同的模型来聚合从每个数据块中发现的信息并产生数据集的最终分区。我们的新算法在人工和真实数据集上与最先进的模糊聚类算法进行了比较。实验表明,我们的新方法在增加处理关系数据的能力以更好地满足现实世界应用程序的需求的同时,即使没有比现有算法更好,也会表现得非常接近。
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