Priority-based clustering in weighted graph streams

被引:0
作者
Saadatpour M. [1 ]
Izadi S.K. [2 ]
Nasirifar M. [1 ]
Kavousi H. [1 ]
机构
[1] Department of Computer Science, Shahid Beheshti University, Tehran
[2] Department of Computer Science, Alzahra University, Tehran
关键词
Graph clustering; Graph mining; Graph stream; Node clustering; Social network;
D O I
10.6688/JISE.201803_34(2).0010
中图分类号
学科分类号
摘要
Nowadays, analyzing social networks is one of interesting research issues. Each network could be modeled by a graph structure. Clustering the vertices of this graph is a proper method to analyze the network. However, huge amount of changes in the graph structure as a result of social network interactions implies the need of an efficient clustering algorithm to process the stream of updates in a real-time manner. In this paper, we propose a novel algorithm for dynamic networks clustering based on the stream model. In our proposed algorithm, called Priority-based Clustering of Weighted Graph Streams (PCWGS), we provide a measure based on the importance of the frequency of recent interactions in the network to have more acceptable clusters. In PCWGS algorithm, a timestamp coupled with the weighted mean of the number of interactions of the network vertices are used to account edge weights. It is worth noting that, we present a data structure, which can keep useful information about the current state of the edges in the network based on update times and their weights while minimizing the required memory space in our proposed algorithm. Our simulations on real data sets reveal that PCWGS algorithm yields clustering with high quality and performance compared to previous state-of-the-art evolution-aware clustering algorithms. © 2018 Institute of Information Science. All Rights Reserved.
引用
收藏
页码:469 / 488
页数:19
相关论文
共 50 条
[31]   A GENETIC GRAPH-BASED APPROACH FOR PARTITIONAL CLUSTERING [J].
Menendez, Hector D. ;
Barrero, David F. ;
Camacho, David .
INTERNATIONAL JOURNAL OF NEURAL SYSTEMS, 2014, 24 (03)
[32]   PGCAS: A Parallelized Graph Clustering Algorithm Based on Spark [J].
Liu, Dongjiang ;
Li, Jianhui .
BIG SCIENTIFIC DATA MANAGEMENT, 2019, 11473 :186-198
[33]   A Graph Clustering Algorithm Based on Shared Neighbors and Connectivity [J].
Zhang Huijuan ;
Sun Shixuan .
PROCEEDINGS OF THE 2013 8TH INTERNATIONAL CONFERENCE ON COMPUTER SCIENCE & EDUCATION (ICCSE 2013), 2013, :761-764
[34]   ScaleSCAN: Scalable Density-Based Graph Clustering [J].
Shiokawa, Hiroaki ;
Takahashi, Tomokatsu ;
Kitagawa, Hiroyuki .
DATABASE AND EXPERT SYSTEMS APPLICATIONS, DEXA 2018, PT I, 2018, 11029 :18-34
[35]   Mining composite crosscutting concerns based on graph clustering [J].
709 Research Institute, China Shipbuilding Industry Corporation, Wuhan ;
430074, China ;
不详 ;
430074, China ;
不详 ;
430074, China .
Huazhong Ligong Daxue Xuebao, 4 (118-122) :118-122
[36]   Auto-weighted Multi-view learning for Semi-Supervised graph clustering [J].
Liu, Songhua ;
Ding, Caiying ;
Jiang, Fei ;
Wang, Yan ;
Yin, Baoyong .
NEUROCOMPUTING, 2019, 362 :19-32
[37]   Graph Clustering with Graph Neural Networks [J].
Tsitsulin, Anton ;
Palowitch, John ;
Perozzi, Bryan ;
Mueller, Emmanuel .
JOURNAL OF MACHINE LEARNING RESEARCH, 2023, 24
[38]   Clustering in weighted networks [J].
Opsahl, Tore ;
Panzarasa, Pietro .
SOCIAL NETWORKS, 2009, 31 (02) :155-163
[39]   GLASS: A Graph Laplacian Autoencoder with Subspace Clustering Regularization for Graph Clustering [J].
Dengdi Sun ;
Liang Liu ;
Bin Luo ;
Zhuanlian Ding .
Cognitive Computation, 2023, 15 :803-821
[40]   GLASS: A Graph Laplacian Autoencoder with Subspace Clustering Regularization for Graph Clustering [J].
Sun, Dengdi ;
Liu, Liang ;
Luo, Bin ;
Ding, Zhuanlian .
COGNITIVE COMPUTATION, 2023, 15 (03) :803-821