Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topicsEbel H.,Mielsch LI.,Bornholdt S.. Scale-free topology of e-mail networks - art. no. 035103[J].Physical review.E.Statistical physics, plasmas, fluids, and related interdisciplinary topics 2002,3 Pt.2a...
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A local-area and energy-efficient (LAEE) evolution model for wireless sensor networks is proposed. The process of topology evolution is divided into two phases. In the first phase, nodes are distributed randomly in a fixed region. In the second phase, according to the spatial structure of wire...
Scale-free topology of e-mail networks (2002) 热度: Review ChineseScienceBulletin StatisticalPhysicsandMathematicsforComplexSystems Sianal plificationofscalefreenetworks Ni~nalresPonseampliticaUonotscale-Ireen orKS LIUZongHua December2011 Vo1.56 No.34:3623-3629 ...
Topology construction and control is a vital technique in wireless sensor networks. In this paper, based on small-world and scale-free concepts of complex network theory and considering the characteristics of wireless sensor network, a topology model with small-world and scale-free concepts for hete...
BRIEF REPORTS - Interdisciplinary physics - Optimizing transport efficiency on scale-free networks through assortative or dissortative topology (4 pages) 037101 来自 or.nsfc.gov.cn 喜欢 0 阅读量: 38 作者:Wang, Jian,He, Daren,Xue, Yuhua,Hu, Bambi,Li, Liang ...
Clustering in the resulting networks was reflected in their degree distribution, i.e., the number of connections a given node has to other nodes, where each node is a word and connections reflect semantic asso- ciations/similarities. Specifically, node degrees were found to ...
Mean-field theory for scale-free random networks 9 9 9 1 l Albert-L´aszl´o Barab´asi, 1 R´eka Albert, Hawoong Jeong u J 5 Department of Physics, University of Notre-Dame, Notre-Dame, IN 46556, USA ] n n - s Abstract i d t. Random networks with complex topology ar...
A relevant conclusion at this stage is that the two cases are imprinting a completely different topology in the triangular structures (reflected by completely different scaling properties in the distribution of the generalized degree kℓ). Fig. 2: The distribution of the generalized degree kℓ....