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A method of two-stage clustering with constraints using agglomerative hierarchical algorithm and one-pass k-means

机译:一种使用聚集层次算法和一次遍历k均值的约束两阶段聚类方法

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The aim of this paper is to propose a new method of two-stage clustering with constraints using agglomerative hierarchical algorithm and one-pass k-means. An agglomerative hierarchical algorithm has a larger computational complexity than non-hierarchical algorithm. It takes much time to execute agglomerative hierarchical algorithm, and sometimes, agglomerative hierarchical algorithm cannot be executed. In order to handle a large-scale data by an agglomerative hierarchical algorithm, the present method is proposed. The method is divided into two stages. In the first stage, a method of one-pass k-means is carried out. The difference between k-means and one-pass k-means is that the former uses iterations, while the latter not. Small clusters obtained from this stage are merged using agglomerative hierarchical algorithm in the second stage. In order to improve correctness of clustering, pairwise constraints are included. To show effectiveness of the proposed method, numerical examples are given.
机译:本文的目的是提出一种新的约束两阶段聚类的方法,该方法采用凝聚层次算法和一遍k均值。凝聚的分层算法比非分层算法具有更高的计算复杂度。执行凝聚式分层算法需要花费很多时间,有时无法执行凝聚式分层算法。为了通过凝聚层次算法处理大规模数据,提出了本方法。该方法分为两个阶段。在第一阶段,执行一种单程k均值的方法。 k均值和单程k均值之间的区别在于,前者使用迭代,而后者不使用迭代。在第二阶段中,使用凝聚式分层算法合并从此阶段获得的小型集群。为了提高聚类的正确性,包括了成对约束。为了证明所提方法的有效性,给出了数值例子。

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