Theoretical research progress in complexity of complex dynamical networks

被引：12

作者：

Fang JinqingJoint Complex Network Research GroupChina Institute of Atomic EnergyBeijing China ^{[102413
]}

机构：

来源：

ProgressinNaturalScience | 2007年 / 07期

关键词：

Harmonions unifying hybrid preferential model; a large unifying hybrid network model; quantum interference network; nonowire networks; generalized local-world model; non-local links model; evolving model of weighted networks; small-world network with the unchanged degree;

D O I：

暂无

中图分类号：

O415 [非线性物理学]; N941.4 [大系统理论];

学科分类号：

070201 ; 071101 ;

摘要：

<正>This article reviews the main progress in dynamical complexity of theoretical models for nonlinear complex networks proposed by our Joint Complex Network Research Group(JCNRG).The topological and dynamical properties of these theoretical models are numerically and analytically studied.Several findings are useful for understanding and deeply studying complex networks from macro- scopic to microscopic levels and have a potential of applications in real-world networks.

引用

页码：761 / 774

页数：14

共 6 条

[1] Synchronization on coupled dynamical networks [J].

Zheng Z.-G. ;

Feng X.-Q. ;

Ao B. ;

Cross M.C. .

Frontiers of Physics in China, 2006, 1 (4) :458-467

[2]

Mean-field theory for scale-free random networks[J] . Albert-László Barabási,Réka Albert,Hawoong Jeong.Physica A: Statistical Mechanics and its Applications . 1999 (1)

[3]

Renormalization group analysis of the small-world network model[J] . M.E.J. Newman,D.J. Watts.Physics Letters A . 1999 (4)

[4]

Evolution of Networks. Dorogovtsev SN,and Mendes JFF. . 2003

[5]

Exactly solvable small-world network. Dorogovtsev S N,Mendes J F F. Europhysics Letters . 2000

[6]

Random graphs with arbitrary degree distribution and their applications. NEWMAN E J,STROGATZ S H,WATTS D J. Phys Rev,E . 2001

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