Please use this identifier to cite or link to this item: https://hdl.handle.net/2440/83969
Type: Conference paper
Title: A practical simulation method for social networks
Author: Zeng, R.
Sheng, Q.
Yao, L.
Xu, T.
Xie, D.
Citation: AWC 13 Proceedings of the First Australasian Web Conference - volume 144, 2013/ H. Ashman, Q. Z. Sheng, A. Trotman (eds.): pp.27-34
Publisher: Australian Computer Society, Inc
Publisher Place: Online
Issue Date: 2013
ISBN: 9781921770296
Conference Name: Australasian Web Conference (2013 : Adelaide, South Australia)
Statement of
Responsibility: 
Rui Zeng, Quan Z. Sheng, Lina Yao,Tianwei Xu,Dong Xie
Abstract: With the increasing popularity of social networks, it is becoming more and more crucial for the decision makers to analyze and understand the evolution of these networks in order to identify e.g., potential business opportunities. Unfortunately, understanding social networks, which are typically complex and dynamic, is not an easy task. In this paper, we propose an effective and practical approach for simulating social networks. We first develop a social network model that considers the addition and deletion of nodes and edges. We consider the nodes' in-degree, inter-nodes' close degree, which indicates how close the nodes are in the social network, and the limit of the network size in the social network model. We then develop a graph-based stratified random sampling algorithm for generating an initial network. To obtain the snapshots of a social network of the past, current and the future, we further develop a close degree algorithm and a close degree of estimation algorithm. The degree distribution of our model follows a power-law distribution with a "fat-tail". Experimental results using real-life social networks show the effectiveness of our proposed simulation method.
Keywords: Social network
simulation
adjacent matrix
power–law distribution
in-degree
close degree
Rights: Copyright © 2012, Australian Computer Society
Description (link): http://cs.adelaide.edu.au/~awc2013/index.html
Published version: http://dl.acm.org/citation.cfm?id=2527212&CFID=387481507&CFTOKEN=18444863
Appears in Collections:Aurora harvest 4
Computer Science publications

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