Abstract
The evaluation of node importance in complex networks has been an increasing widespread concern in recent years. Seeking and protecting vital nodes is important to ensure the security and stability of the whole network. Existing clustering algorithms of complex networks all have certain drawbacks, which could not cover everything in calculation accuracy and time complexity, and need external supervision. To design a fast complex networks clustering method is a problem which requires to be solved immediately. This paper proposes a clustering algorithm of complex networks based on data field using physical data field theory, which excavates key nodes in complex networks by evaluating the importance of nodes based on a mutual information algorithm, and then uses it to classify the clusters. To verify the validity of the algorithm, a simulation experiment was conducted. The results indicated that the algorithm could analyze the cluster exactly and calculate with high-speed, it could also determine the granularity of a partition according to the actual demand.











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References
Brandes U, Delling D, Gaertler M et al (2008) On modularity clustering. IEEE Trans Knowl Data Eng 20(2):172–188
Bo Y, Liu D (2009) Clustering method of complex network. J Softw 20(1):54–66 (in Chinese)
Zhang Y, Xu K, Liu Y et al (2010) Modeling of scale-free network based on PageRank algorithm[C]. In: 2010 2nd international conference on future computer and communication (ICFCC), vol 3. IEEE, New York, V3-783–V3-786
Newman M E J (2008) The mathematics of networks. In: The new Palgrave encyclopedia of economics, vol 2
Hu J, Wang B, Lee D (2010) Evaluating node importance with multi-criteria[C]. In: Proceedings of the 2010 IEEE/ACM int’l conference on green computing and communications & int’l conference on cyber, physical and social computing. IEEE Comput. Soc., Los Alamitos, pp 792–797
Jin J, Xu K, Xiong N et al (2012) Multi-index evaluation algorithm based on principal component analysis for node importance in complex networks. Networks, IET 1(3):108–115
Sun G, Liu J, Zhao L (2008) Study of clustering algorithm. J Softw 19(1):48–61 (in Chinese)
Gan W, Li D, Wang j (2006) A hierarchical clustering method based on data fields. Acta Electron Sin 34(2):258–262
Dai X, Gan W, Li D (2004) Mining research of image data based on data field. Comput Eng Appl 40(26):41–44 (in Chinese)
Chen Y, Hu A, Hu X (2004) Evaluation method for node importance in communication networks. J Chin Ins 8:017
Page L, Brin S (1999) The PageRank citation ranking: bringing order to the web. Stanford digital libraries working paper
Wasserman S, Faust K (1994) Social network analysis: methods and applications. Cambridge University Press, Cambridge, pp 218
Fu Z (2001) Information theory-basic theory and applications. Electronics Industry Press, Peking
Galloway J, Simoff SJ (2006) Network data mining: methods and techniques for discovering deep linkage between attributes[C]. In: Proceedings of the 3rd Asia–Pacific conference on conceptual modelling, vol 53, pp 21–32. Australian Computer Society, Inc.
Zachary WW (1977) An information flow model for conflict and fission in small groups. J Anthropol Res 33(4):452–473
Girvan M, Newman MEJ (2002) Community structure in social and biological networks. Proc Natl Acad Sci USA 99(12):7821–7826. 12
Jin J, Liu Y, Yang LT, Xiong N, Hu F (2012) An efficient detecting communities algorithm with self-adapted fuzzy C-means clustering in complex networks. In: 2012 IEEE 11th international conference on trust, security and privacy in computing and communications. IEEE Press, New York, pp 1988–1993
Newman MEJ (2004) Fast algorithm for detecting community structure in networks. Phys Rev E, Stat Nonlinear Soft Matter Phys 69(6):066133
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Liu, Y., Jin, J., Zhang, Y. et al. A new clustering algorithm based on data field in complex networks. J Supercomput 67, 723–737 (2014). https://doi.org/10.1007/s11227-013-0984-x
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DOI: https://doi.org/10.1007/s11227-013-0984-x