IEEE Transactions on Systems Man and Cybernetics Systems · 2019 · 197 citations · 54 references
ComputingComputer ScienceData ScienceBig Data AnalyticsComputational GeometryData MiningCluster DetectionData PartitioningScalable Data MiningSpatial ClusteringSpatial Data MiningSpatial PartitioningAccuracyClusteringClustering For Large-scale DataComplexityK-nearest Neighbor SearchK-nearest Neighbors
Large-scale data clustering is an essential key for big data problem. However, no current existing approach is “optimal” for big data due to high complexity, which remains it a great challenge. In this article, a simple but fast approximate DBSCAN, namely, KNN-BLOCK DBSCAN, is proposed based on two findings: 1) the problem of identifying whether a point is a core point or not is, in fact, a kNN problem and 2) a point has a similar density distribution to its neighbors, and neighbor points are highly possible to be the same type (core point, border point, or noise). KNN-BLOCK DBSCAN uses a fast approximate kNN algorithm, namely, FLANN, to detect core-blocks (CBs), noncore-blocks, and noise-blocks within which all points have the same type, then a fast algorithm for merging CBs and assigning noncore points to proper clusters is also invented to speedup the clustering process. The experimental results show that KNN-BLOCK DBSCAN is an effective approximate DBSCAN algorithm with high accuracy, and outperforms other current variants of DBSCAN, including ρ-approximate DBSCAN and AnyDBC.
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