Significance of Shared Density Graph Using DBSTREAM Algorithm |
Author(s): |
| Karishma Nadhe , VJTI, Mumbai; Prof. P. M. Chawan, VJTI, Mumnai |
Keywords: |
| Data Mining, Data Stream Clustering, Density-Based Clustering, Micro-Cluster, Reclustering |
Abstract |
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Nowadays streaming data is delivered by more and more applications, due to this crucial method for data and knowledge engineering is considered to be clustering data streams. It is a two step process. A normal approach is to summarize the data stream in real-time with an online process into so called micro-clusters. Local density estimates are represented by micro-clusters by assembling the information of many data points which is defined in an area. A traditional clustering algorithm is used in a second offline step, in which larger final clusters are formed by reclustering the micro-clusters. For reclustering, the pseudo points which are used are actually coordinator of the micro-clusters with the weights which are density estimates. However, in the online process, information about density in the area between micro-clusters is not preserved and reclustering is based on possibly inaccurate assumptions about the distribution of data within and between micro-clusters (e.g., uniform or Gaussian). This paper depicts DBSTREAM, the first micro-cluster-based online clustering component that explicitly captures the density between micro-clusters via a shared density graph. The density information in this graph is then exploited for reclustering based on actual density between modified micro-clusters. We discuss the space and time complexity of maintaining the shared density graph. Experiments on a wide range of artificial and real data sets highlight that using shared density improves clustering quality over other popular data stream clustering methods which require the creation of a larger number of smaller microclusters to achieve comparable results. |
Other Details |
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Paper ID: IJSRDV5I50999 Published in: Volume : 5, Issue : 5 Publication Date: 01/08/2017 Page(s): 1098-1103 |
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