Search Results - "Xinchu Fu"

Perspectives In Mathematical Sciences

Authors: Yisong Yang Xinchu Fu Jinqiao Duan

Resource Type: eBook.

Subjects: Mathematics--Research

Categories: SCIENCE / Physics / Mathematical & Computational, MATHEMATICS / Applied, MATHEMATICS / Differential Equations / General

Estimating the epidemic threshold on networks by deterministic connections.

Authors: Kezan Li Xinchu Fu Small, Michael et al.

Source: Chaos. Dec2014, Vol. 24 Issue 4, p1-9. 9p. 6 Graphs.

Structure identification of uncertain dynamical networks coupled with complex-variable chaotic systems.

Authors: Zhaoyan Wu Xinchu Fu

Source: IET Control Theory & Applications (Wiley-Blackwell). 6/13/2013, Vol. 7 Issue 9, p1269-1275. 7p.

Tangent-Free Property for Periodic Cells Generated by Some General Piecewise Isometries.

Authors: Rongzhong Yu Xinchu Fu

Source: Discrete Dynamics in Nature & Society; 2013, p1-9, 9p

ON PLANAR PIECEWISE AND TWO-TORUS PARABOLIC MAPS.

Authors: Ashwin, Peter Xinchu Fu Lin, Congping

Source: International Journal of Bifurcation & Chaos in Applied Sciences & Engineering. Jul2009, Vol. 19 Issue 7, p2383-2390. 8p. 3 Graphs.

Cluster synchronization in community networks with nonidentical nodes.

Authors: Kaihua Wang Xinchu Fu Kezan Li

Source: Chaos. Jun2009, Vol. 19 Issue 2, p023106. 10p. 4 Diagrams, 8 Graphs.

AN EXPLORATION AND SIMULATION OF EPIDEMIC SPREAD AND ITS CONTROL IN MULTIPLEX NETWORKS.

Authors: DENGFENG SUN SMALL, MICHAEL SHUI SHAN LEE et al.

Source: SIAM Journal on Applied Mathematics; 2018, Vol. 78 Issue 3, p1602-1631, 30p

Behavioral synchronization induced by epidemic spread in complex networks.

Authors: Mengfeng Sun Yijun Lou Jinqiao Duan et al.

Source: Chaos; 2017, Vol. 27 Issue 6, p1-14, 14p, 6 Graphs

OSCILLATIONS AND PHASE TRANSITION IN THE MEAN INFECTION RATE OF A FINITE POPULATION.

Authors: QINGCHU WU XINCHU FU HAIFENG ZHANG et al.

Source: International Journal of Modern Physics C: Computational Physics & Physical Computation. Oct2010, Vol. 21 Issue 10, p1207-1215. 9p. 2 Graphs.

Subjects: Oscillations, Phase transitions, Epidemics, Infection, Tuberculosis

Cluster collective behaviors via feedback pinning control induced by epidemic spread in a patchy population with dispersal.

Authors: Pan Yang Jianwen Feng Xinchu Fu

Source: Mathematical Biosciences & Engineering. 2020, Vol. 17 Issue 5, p4718-4746. 29p.

Immunization strategies in directed networks.

Authors: Junbo Jia Wei Shi Pan Yang et al.

Source: Mathematical Biosciences & Engineering. 2020, Vol. 17 Issue 4, p3925-3952. 28p. 2 Charts, 7 Graphs.

Vaccination intervention on epidemic dynamics in networks.

Authors: Xiao-Long Peng Xin-Jian Xu Xinchu Fu et al.

Source: Physical Review E: Statistical, Nonlinear & Soft Matter Physics. Feb2013, Vol. 87 Issue 2-B, p022813-1-022813-10. 10p.

A sufficient condition for bifurcation in random dynamical systems.

Authors: Xiaopeng Chen Jinqiao Duan Xinchu Fu

Source: Proceedings of the American Mathematical Society. Oct2009, Vol. 138 Issue 3, p965-973. 9p.

STRUCTURAL CALCULATIONS AND PROPAGATION MODELING OF GROWING NETWORKS BASED ON CONTINUOUS DEGREE.

Authors: JUNBO JIA ZHEN JIN LILI CHANG et al.

Source: Mathematical Biosciences & Engineering. Oct-Dec2017, Vol. 14 Issue 5/6, p1215-1232. 18p.

Spread of competing viruses on heterogeneous networks.

Authors: Shanshan Chen Kaihua Wang Mengfeng Sun et al.

Source: Philosophical Transactions of the Royal Society A: Mathematical, Physical & Engineering Sciences. 6/28/2017, Vol. 375 Issue 2096, p1-15. 15p.

Practical synchronization on complex dynamical networks via optimal pinning control.

Authors: Kezan Li Weigang Sun Small, Michael et al.

Source: Physical Review E: Statistical, Nonlinear & Soft Matter Physics. Jul2015, Vol. 92 Issue 1-A, p1-5. 5p.

Generation of clusters in complex dynamical networks via pinning control.

Authors: Kezan Li Michael Small Xinchu Fu

Source: Journal of Physics A: Mathematical & Theoretical. Dec2008, Vol. 41 Issue 50, p505101-505101. 1p.

Subjects: Feedback control systems, Synchronization, Cluster analysis (Statistics), Simulation methods & models, Partitions (Mathematics), Borel sets, Statistical physics

Propagation dynamics of an epidemic model with infective media connecting two separated networks of populations.

Authors: Guanghu Zhu Guanrong Chen Haifeng Zhang et al.

Source: Communications in Nonlinear Science & Numerical Simulation. Jan2015, Vol. 20 Issue 1, p240-249. 10p.