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Criticality and continuity of explosive site percolation in random networks
Qian, JH; Han, DD; Ma, YG(马余刚)
2012
Source PublicationEPL
ISSN0295-5075
Volume100Issue:4
AbstractThis letter studies the critical point as well as the discontinuity of a class of explosive site percolation in Erdos and Renyi (ER) random network. The class of the percolation is implemented by introducing a best-of-m rule. Two major results are found: i) For any specific m, the critical percolation point scales with the average degree of the network while its exponent associated with m is bounded by -1 and similar to-0.5. ii) Discontinuous percolation could occur on sparse networks if and only if m approaches infinite. These results not only generalize some conclusions of ordinary percolation but also provide new insights into the network robustness. Copyright (C) EPLA, 2012
Language英语
Funding Project应物所项目组
WOS IDWOS:000312253000035
Citation statistics
Cited Times:6[WOS]   [WOS Record]     [Related Records in WOS]
Document Type期刊论文
Identifierhttp://ir.sinap.ac.cn/handle/331007/13112
Collection中科院上海应用物理研究所2011-2019年
Recommended Citation
GB/T 7714
Qian, JH,Han, DD,Ma, YG. Criticality and continuity of explosive site percolation in random networks[J]. EPL,2012,100(4).
APA Qian, JH,Han, DD,&Ma, YG.(2012).Criticality and continuity of explosive site percolation in random networks.EPL,100(4).
MLA Qian, JH,et al."Criticality and continuity of explosive site percolation in random networks".EPL 100.4(2012).
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