Revision [3385]

This is an old revision of Publications made by JianpingYang on 2008-05-26 12:41:14.



List of Publications:(100)

Math. in Practice and Theory”, No. 4, 30–37, 1980.
Vol. 26, No. 16, 964–967, 1981.
Vol. 5, No. 1, 15–18, 1982.
Acta.Math. Sinica”. Vol. 25, No. 4, 403–409, 1982.
Vol. 6,No. 2, 183–190, 1983.
Vol. 43, No. 6, 1247–1258,1983.
Proceeding of the 1983 Fourth International Symposium on Differential Geometry and Differential Equations”.
Science Press, Beijing, China. 471–472, 1986.
coexistence of ecological systems. ” Ibidem”. No. 2, 1984.
Acta Math.Appl.Sinica”. Vol. 7, No. 3, 328–333, 1984.
Kexue Tongbao”. No. 9, 521–523, 1984.
autonomous system. ”Ann. Diff. of Diff.”. 2(2), 141–153,1986.
New Series, Vol. 3, No. 4, 327–339, 1987.
English Series, Vol. 4, No. 4, 289–295, 1988.
Vol. 12, No. 3, 333–342, 1989.
solution and chaotic solution A study of bio-mathematical model of Aneurysm of Willis. ” Ann. Diff.”. 5(3), 297–306. 1989.
Systems Science and Mathematical Sciences”. Vol. 2, No. 4, 337–352, 1989.
Special Issue, 43–51, 1987.
[24] Jing Zhujun. Mathematics–AIDS. ” Mathematics in Practice and Theory”. No.
4. 47–60. 1990.
[25] Jing Zhujun. A brief introduction to chaos. ”Mathematics in Practice and
Theory”. No. 1, 81–94, 1991.
[26] Liu Zhengrong, Jing Zhujun. Qualitative analysis for a third-order differential
equation in model of chemical system. ”Systems Science and Mathematical
Sciences”. Vol. 5, No. 4, 299–311,1992.
[27] Liu Zhengrong, Jing Zhujun. Hopf bifurcation and other dynamical behaviors for
a fourth-order differential equation in model of infections disease. ”Acta Math.
Appl. Sinica”. English Series.Vol.10(4).1994.
[28] Shen Jiaqi, Jing Zhujun. A New detecting criterion of the Hopf bifurcation. ”
Dynamical Systems”. World Science Publishing Co., Singapore, 1993.
[29] Liu Zhengrong, Jing Zhujun. Global and local bifurcations in non-symmetry
perturbations of Hamiltonian System. ”System Science and Mathematical Sci-
ences”. Vol.8. 1995 .
[30] Guo Boling , Jing Zhujun. On the generalized Kuramoto–Sivashinsky type equa-
tions with the dispersive efforts, ” Ann. Math. Res.”. Vol. 25, No. 2, 1992.
[31] Jing Zhujun. Applications of bifurcation and chaos theory in biological models
for higher dimension. ” Mathematics in Practice and Theory”, No. 4, 1992.
[32] Lin Yiping, Jing Zhujun. Dynamical behaviors for a three-dimensional differen-
tial equation in chemical system. ”Acta. Math. Appl. Sinica, English Series”.
Vol.5(1). 1995.
[33] Lin Yiping , Jing Zhujun. Dynamical analysis of a fourth-order populational
mathematical model. ”System Science andMathematical Science”. Vol.8(1).1995.
[34] Zhang Xiangsun, Jing Zhujun. Development of the concepts of model-construction
in the ecological research. ” Network Research in Resource, Ecology and Envi-
ronment”. No. 4, 1991.
[35] Wu Tan, Jing Zhujun. Limit cycle of chemical reaction systems. ” Acta. Math.
Appl. Sinica”. Vol. 18, No.4, 1995.
[36] Jing Zhujun, Zheng Xianwu. Harmonic and subharmonic bifurcation in Brussel
model with periodic force. ” Acta. Math.Appl.Sinica, English Series”. Vol.13,
[37] Zheng Xianwu , Jing Zhujun. Monotonity and critical points of the period.
”Progress in Nature Sciences”. vol.6, no.4,401-407, 1996.
[38] Zhao Xiaoqiang, Jing Zhujun. Global asymptotic behavior in some cooperative
system of functional differential equations. ”Canadian Applied Mathematics
Quarterly” .Vol.4,No.4, 421-44,1997(SCI).
[39] ZengWeiyao , Jing Zhujun. Exponential dichotomies and heteroclinic bifurcation
in a degenerate case. ” Science in China” .Vol.25 (A), 1995(SCI).
[40] Lin Yiping, Jing Zhujun, Zeng Xianwu. Dynamical behavior for a three-dimensional
differential equation in chemical system. ” Acta Mathematicae Applicatae Sinica”(English
series). vol. 12, no.2,144-154, 1996 .
[41] Guo Bolin, Jing Zhunjun. Infinite-dimensional dynamical sustems. ” Mathe-
matics in Practice and Theory”. vol.26, no.2,90-96, 1996.
[42] Guo Bolin, Lu Bainian, Jing Zhujun. Spatiotemporal complexity of the cubic
Ginzburg-Landau equation. ”Communications in Nonlinear Science and Numer-
ical Simulation”. vol.1, no.4,12-17, 1996.
[43] Guo Bolin, Lu Bainian, JIng Zhujun. Slow time-periodic solutions of cubic-
qninitic Ginzburg-Landan equation. ”Progress in Natural Science”. Vol.8, No.5.
539-547, 1998.
[44] Xu Pencheng , Jing Zhun. Logistic map and Cantor set. ”Progress in Natural
Science”.Vol.7, No.4. 416-421.1997.
[45] Jing Zhujun,Chan.K.Y,Xu Pencheng . Bifurcations and chaos behaviors in the
Duffing’s equations with one and two external periodic forces. ” Functional
Analysis and Global Analysis” -Japan.-Proceeding of the Conference Held in
Manila, Philippiness, Oct 20-26,1996. Springer.1997.Editors:Toshikaxu Sunada
and Polly Wee Sy.
[46] Wen Zhiying, Jin Zhujun. Introduction to fractal geometry and fractal dimen-
sions. ” Mathematics in Practice and Theory”.No.4,1995 .
[47] Polly wee Sy , Jing Zhun. Qualitative analysis of a Mathematical model for
predator-prey system . ”Functionalanalysis and Global analysis” Japan -Proceeding
of the Conference Held in Manila, Oct 20-26, 1997. Springer. Editors:T.Sunada
and Polly wee Sy.
[48] Zeng Weiyao, Jing Zhujun. Melnikov vectors and transversal heteroclinic orbits
in degenerate cases. ” ACTA. Math.Sinica”.Vol.40, No.2,213-220,1997.
[49] Hong Jialin ,Yuan Rong, JIng Zhujun. Exponentical dichotonies, almost periodic
structurally stable differential equations, and an example. ”J.Math.Anal.Appl”.vol,208(1),71-
84,1997 (SCI).
[50] Qi Dongwen, Jing Zhujun. Bifucations of a pair of nonorientable heteroclinic
cycles. ” J.Math. Anal. Appl”. vol.222(2),1998 (SCI).
[51] Jing Zhujun,Wang Ynquan. Mulitiple limit cycles and global stability in predator-
prey models . ” ACTA Math.Appl.Sinica”.Vol.15,No.2,1999.
[52] Wang Ynquan, Jing Zhujun. Periodic sequences and chaotic behaviors for a
bimodel map. ” Progress in Natural Science”.Vol.9(3), 1999.
[53] Jing Zhujun, Xu Pengcheng. Bifurcation of combination oscillations for Duff-
ing’s equation with two external forceing terms. ” Progress in Natural Science”.
[54] Xu Pengcheng, Jing Zhujun. Minilkov orbits in coupled Duffing’s system. ”Chaos
solitons and Fractals”.V0l.11,853-858,2000 (SCI).
[55] Wang Yuquan , Jing Zhujun. Cubic Lienard equation with quadradic damp-
ing(1). ”ACTA.Math.Appl.Sinica”.Vol.16,No.1,2000.1-11.
[56] Xu Pengcheng, Jing Zhujun. Quasperiodic solutions of Duffing’s equations with
quasi-periodic perturbation. ”ACTA.Math.Appl.Sinica”.Vol15,No.4 .1999.
[57] H.Hethcot, Li Yi, Jing Zhujun. Hopf bifurcation in models forpertussis epidemi-
ology.”Journal Mathematical and Computer Modeling”Vol.30.29-45.1999.(SCI).
[58] Xu pengcheng, Jing Zhujun. Chaotic behavior for Duffing’s eguation with two
external forcing terms.” Progress in Natural Science”. Vol.9(3).171-179.1999.
[59] Liu Zhengrong,Cao Hongjun, Jing Zhujun. Bifurcation set and distrubution
of limit cycles for a class of cubic Hamiltonian system with the higher-order
perturbed terms. ”Chaos, Soliton and Fractal”.Vol.11. 2293-2304, 2000(SCI)
[60] Wang Jingliang, Chen Lounan, Jing Zhujun. Chaos and asymptotical stability in
Discrete time recurrent neural networks with generalized input-output function.
”Science in China”.Vol.44,No.2.2001.193-2000.(SCI).
[61] Jinliang Wang, Jing Zhujun. Topological structure of chaos in discrete time neu-
ral networks with generalized input-output function. ”Inter J of Bifurcation and
chaos in Applied Sciences and Engineering”. Vol.11(8), 1835-1851,2001.(SCI).
[62] Jing Zhujun,Zhiyuan Jia,Chang Yu. Chaos behavior in the discrete FitzHugh
never system. ” Science in China(Series A).Vol.44(12),2571-1578, 2001. (SCI).
[63] Tang Minying,Wang Ruiqi , Jing Zhujun. Solitary waves and their bifurcations
of KdV like equation with higher order nonlinearity.”Science in China(Series
[64] Ruiqi Wang, Zhujun Jing. Bifurcation set and distribution of limit cycles for
a class of seven-order Hamiltonian system with fiftee n-order perturbed terms.
”Chaos, Solitons and Fractals”.Vol.13,61-69,2002.(SCI).
[65] Zhujun Jing,Houjun Cao. Bifurcations of periodic orbits in Josephson equation
with a shifted phase backward.”Inter J of Bifurcation and Chaos in Applied
Sciences and Engineering”.Vol.12(7),1515-1530,2002.(SCI).
[66] Houjun Cao , Zhujun Jing. Chaotic dynamics of Josephson equation driven
by constant dc and ac forcing. in ”Chaos, Soliton and Fractals” .Vol.12(10),
[67] Zhujun Jing,K.Y.Chan,Dashun Xu, Hongjun Cao . Bifurcations of periodic so-
lutions and Chaos in Josephson system. ”Discrete and Continuous Dynamical
Systems-Series A.” Vol.7(3), 573-592. 2001.(SCI).
[68] Jing Zhujun,Wang Jinliang. Bifurcation analysis and estimation of stabile region
for turbine-generator shaft torsional oscillation.” Automation of electric power
systems”. vol.25(4),6-10,2001.(EI).
[69] Jing Zhujun,Zhiyuan Jia, Ruiqi Wang. Chaos behavior in the discrete BVP os-
cillator. ”Inter J of Bifurcation and Chaos in Applied Sciences and Engineering”.
[70] Jing Zhujun,Jinliang Wang, Luonan Chen. Computation of limit cycle via
higher-order harmonic balance approximation and its application in electrical
power systems. ”IEEE Transactions on circuits and systems-I: fundamental the-
ory and applications.” Vol.49(9),1360-1370, 2002.(EI).
[71] Jing Zhujun,Zhiyuan Jia, Yinhui Gao. Research of the stability region in a
power system.” IEEE Transactions on Circuits and Systems, Part 1.”Vol.50(20),
[72] Li Wei, Xu Pengcheng, JIng Zhujun. The existence of Silnikov’s orbits in
one compled Duffing equation. ”Science in China(Series A)”, Vol.46(1),11-23,
[73] Zhujun Jing, Dashun Xu, Luonan Chen, Yu Chang . Bifurcations, chaos, and
system collapse in a three node power system. ”Electrical power and energy
system”. Vol.25,443-461 ,2003.(EI).
[74] Tianshou Zhou, Jinhu Lu, Luonan Chen, Zhujun Jing, Yun Tang. On the optinal
solutions for power flow equations.” Electrical power and energy system”.25, 533-
[75] Ruiqi Wang , Zhujun Jing. Chaos contral of chaotic pendulum system.” Chaos,
Solitons and Fractals”.21(1),201-207,2004. (SCI).
[76] Liu Zengrong,Wang Ruiqi, Zhujun Jing. Peaked wave solutions of Camassa-Holm
equation.” Chaos, Solitons and Fractals” 19(1),77-92,2004.(SCI).
[77] Jing Zhujun,Chang Yu, Guo Boling. Bifurcation and chaos in discrete FitzHugh-
Nagumo system. ”Chaos, Solitons and Fractals”.21(3),701-720,2004. (SCI).
[78] Zhujun Jing,Chang Yu ,Chen Guanrong. Complex dynamics in a permanent-
magnet synchronous motor model. ”Chaos, Solitons and Fractals”.22(4),831-
[79] Yuang Rong, Zhujun Jing. Qualitative behavior of output for sampled data feed-
back contral systems.” Math.Comput. Modelling”.37(1-2),109-133,2003.(SCI).
[80] Yuang Rong, Zhujun Jing,Chen Luonan. Uniform asymptotic stability of hy-
brid dynamical systems with delay.”IEEE Trans.Automat.Contral”.48(2), 344-
[81] Ruiqi Wang,Luonan Chen , Zhujun Jing. Modelling periodicoscillation in gene
regulatory networks by cyclic feedback systems.”Bulletin of Mathematical Biol-
ogy” 1-32, 2004.(SCI).
[82] Ruiqi Wang, Zhujun Jing. Chaos control of chaotic pendulum system. ” Chaos
Solitons and Fractals”.21,201-207,2005. (SCI).
[83] Zhujun Jing,RuiqiWang. Complex dynamics in Duffing system with two external
forcings. ”Chaos, Solitons and Fractals”.23,399-411,2005. (SCI).
[84] Zhujun Jing, Jicai Huang . Bifurcation and chaos in a discrete genetic toggle
switch system. ”Chaos, Solitons and Fractals”.23,887-908,2005.(SCI).
[85] Zhujun Jing,Yu Chang,Boling Guo., Bifurcation and chaos in discrete FitzHugh-
Nagumo system. ”Chaos, Solitons and Fractals” 21,701-720,2004. (SCI).
[86] Ruiqi Wang, Zhujun Jing. Chaos control of Duffing system.”Chaos, Solitons and
Fractals”. 21,201-207,2004. (SCI).
[87] Zhujun Jing, Jianping Yang. Bifurcation and chaos in discrete-time predator
-prey system. ”Chaos, Solitons and Fractals” .27,259-277,2006.(SCI).
[88] Zhujun Jing,Jianping Yang, Wei Feng . Bifurcation and chaos in neural exitable
system. ”Chaos, Solitons and Fractals”.27,197-215,2006. (SCI).
[89] Zhujun Jing, Zhiyan Yang , Tao Jiang. Complex dynamics in Duffing-Van der
pol equatin. ”Chaos, Solitons and Fractals”. 27,722-747,2006. (SCI).
[90] Jiangping Yang, Wei Feng, Zhujun Jing. Complex dynamics in Josephson sys-
tem with two external forcing terms. ”Chaos, Solitons and Fractals”30,235-
[91] Zhujun Jing, Jicai Huang, Jin Deng . Complex dynamics in three-well Duff-
ing system with two external forcing. ”Chaos, Solitons and Fractals”.33,795-
[92] Zhou Zhan, Wang JinLiang, JIng Zhujun, Wang Ruiqi. Complex dynamical be-
haviors in discrete-time recurrent neural network with non-symmetric connection
matrix.”International Jounal of Bifurcation and Chaos in Applied Science and
[93] Zhujun Jing,Jiang Yang. Complex dynamics in pendulum equation with para-
metric and external excitations(I) .”International Jounal of Bifurcation and Chaos
in Applied Science and Engineering.16(9),1-16,2006.(SCI).
[94] Zhujun Jing,Jiang Yang. Complex dynamics in pendulum equation with para-
metric and external excitations(II) .”International Jounal of Bifurcation and
Chaos in Applied Science and Engineering.16(10),1-26,2006.(SCI).
[95] Zhujun Jing,Jiang Yang. Inhibition of chaos in a pendulum equation. ”Chaos,
Solitons and Fractals”.35,726-737,2008.(SCI).
[96] Zhujun Jing,Jin Deng, Jiang Yang. Bifurcations of periodic orbits and chaos
in damped and driven Morse oscillator. ”Chaos, Solitons and Fractals”.35,486-
[97] Jicai Huang, Zhujun Jing.Bifurcations and chaos in Duffing-Van der pol equatin
with one external forcing.”Chaos,Solitons and Fractals”(will appear- CHAOS-
5969). (SCI).
[98] Zhujun Jing, Jialia Wang, Ruiqi Wang, Luonan Chen. Stability regions and
power system collapse by geometric singular perturbation analysis. ”Interna-
tional Journal of Electrical Power and Energy Systems”.( will appear-E2850).(EI).
[99] Jiangping Yang, Zhujun Jing. Cotrol of chaod in a three-well Duffing system.(
submitted to ”Chaos, Solitons and Fractals”).
[100] Zhujun Jing, Zhiyan Yang , Tao Jiang.Bifurcations of periodic solutions and
chaos in Duffing -Van der Pol equation with one external forcing.( submitted to
”Chaos, Solitons and Fractals” No. 60113).

Book Translated:
H.O.Peitgen and P.H.Richter. Springer- Verlag. 1986. Science Publisher, Bei-

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