A.L.Fradkov
Institute for Problems of Mechanical Engineering
St.Petersburg, RUSSIA
Lakshmanan M and K Murali (1996A)
This bibliography contains about 700 references to the papers published in
peer reviewed journals in 1997-2000, as well as the list of related books,
surveys, special issues of journals and conference proceedings published
since 1994. It was prepared using Science Citation Index
(http://www.webofscience.com/) when the author was staying in the University of Melbourne
in Oct-Dec, 2000.
When using this bibliography as a reference, please cite as:
A.L.Fradkov, Chaos Control Bibliography (1997 - 2000).
Russian Systems and Control Archive (RUSYCON), www.rusycon.ru/chaos-control.html
A useful source of earlier references is the bibliography
"Control and Synchronization of Chaotic Systems", created by G.Chen:
www.ee.cityu.edu.hk/~gchen/chaos-bio.html
(see also: Chen, G., and X. Dong, (1998), From chaos to order: perspectives,
methodologies and applications, World Scientific, Singapore.)
Comments/additions can be e-mailed to fradkov@mail.ru or info@rusycon.ru
===============================================
CONTENTS
A. Books, Surveys, Special Issues of Journals, Conference Proceedings
A1. Monographs and edited volumes
A2. Special Issues of Journals and Conference Proceedings
A3. Chapters in the books
A4. Surveys
B. Background
C. Control of Chaos in Continuous-time Systems
C1. Feedforward (open loop) Control
C2. Linearization of Poincare Map (OGY method)
C3. Delayed Feedback
C4. Linear and nonlinear control
C5. Adaptive control
D. Discrete-time systems
E. Neural Networks
F. Fuzzy Control
G. Generation of Chaos (Chaotization)
H. Control of Distributed (Spatio-Temporal) Systems
I. Chaotic Mixing
J. Other Problems
J1. Controllability
J2. Nonconventional control goals (stochastic control, tracking,
control of entropy, dimension, etc.)
J3. Targeting
J4. Identification
J5. Implementation of chaos control (hardware and software)
J6. Chaos in control systems
K. APPLICATIONS IN SCIENCE
K1. Physics
K1.1. General Physics
K1.2. Lasers and Optics
K1.3. Physics of Plasma
K1.4. Quantum Physics
K2. Mechanics
K3. Chemistry
K4. Biochemistry
K5. Biology
K6. Ecology
K7. Economics and Finance
K8. Geology
K9. Psychology
K10. Medicine
L. APPLICATIONS IN ENGINEERING
L1. General Engineering
L2. Mechanical Engineering
L2.1. Robotics
L2.2. Aerospace
L3. Electrical Engineering
L4. Telecommunications
L5. Computing and Information Processing
L6. Chemical Engineering
L7. Material Engineering
M. Miscellaneous applications
===============================================
REFERENCES
A. Books, Surveys, Special Issues of Journals, Conference Proceedings
A1. Monographs and edited volumes
Chen, G., and X. Dong, (1998A),
From chaos to order: perspectives, methodologies and applications.
World Scientific, Singapore.
Fradkov, A.L. and Pogromsky, A.Yu.(1998A)
Introduction to control of oscillations and chaos.
World Scientific, Singapore.
Handbook of Chaos Control (1999A)
/Ed. H.G.Schuster, Wiley & Sons.
Controlling Chaos and Bifurcations in Engineering Systems (1999A)
/Ed. G.Chen, CRC Press, Boca Raton, USA.
Control and Chaos (1997)
/Eds. K.Judd, A.I.Mees, K.L.Teo, T.Vincent
Birkhauser, Boston.
Chaos in Nonlinear Oscillators: Controlling and Synchronization.
World Scientific, Singapore.
Kapitanyak T. (1996A). Controlling Chaos.
New York: Academic Press.
Coping with Chaos (1994A)
/ Eds. Ott E., Sauer T., Yorke J.
New York: Wiley.
A2. Special Issues of Journals and Conference Proceedings
School on SpaceTime Chaos:
Characterization, Control and Synchronization (2001)
Pamplona, Spain 19-23 June 2000./Eds.
S.Boccaletti, H.L.Mancini, W.Gonz×lez-ViÇas, J.Burguete, D.L.Valladares
World Scientific, Singapore.
Proc. 2nd International IEEE-IUTAM Conference
"Control of Oscillations and Chaos"
5-7 July, 2000, St.Petersburg, Russia.
/Eds. F.L.Chernousko, A.L.Fradkov.
V.1-3. IEEE, St.Petersburg (2000).
International Journal of Bifurcations and Chaos. (2000)
Theme issue: Control and Synchronization of Chaos/
/Eds. G.Chen, M.Ogorzalek, V. 10. No 3.
International Journal of Circuit Theory and Applications (1999)
Special issue: Communications, Information Processing and Control
Using Chaos./ Eds. M.Hasler, J.Vandevalle. V.27, No.6.
Proceedings of the 5th Experimental Chaos Conference (1999)
Orlando, FL, USA 28 June - 1 July 1999, /Eds.
M.Ding, W.Ditto, L.Pecora, M.Spano,
World Scientific, Singapore.
International Journal of Bifurcations and Chaos. (1998)
Special issue: Conference: Control of Chaos: New perspectives in
Experimental and Theoretical Nonlinear Science, 16-18 May, 1997,
Montecatini, Italy/ Eds. F.T.Arecci, S.Bocaletti, M.Ciofini,
C.Grebogi, R.Meucci. V.8, Nos. 8&9.
Proceedings of the 4th Experimental Chaos Conference (1998)
Boca Raton, FL, USA 6-8 August 1997, /Eds.
M.Ding, W.Ditto, L.Pecora, S.Vohra, M.Spano,
World Scientific, Singapore.
Proc. 1st International IEEE-IUTAM Conference
"Control of Oscillations and Chaos"
27-29 Aug., 1997, St.Petersburg, Russia.
/Eds. F.L.Chernousko, A.L.Fradkov.
V.1-3. IEEE, St.Petersburg (1997).
IEEE Trans. on Circuits and Systems (1997).
V.44. No.10. Special issue ``Chaos control and
synchronization"/ Eds. M.Kennedy, M.Ogorzalek.
Systems and Control Letters (1997).
V.34. No.5. Special issue "Control and Synchronization of Chaos" /
Ed. H.Nijmeijer.
Chaos (1997)
V. 4, No 4. Focus issue: Control and Synchronization of Chaos/
Eds. W.L.Ditto, K.Showalter.
Chaos, Solitons & Fractals (1997)
Special issue "Controlling Chaos"
V.8, No 9 /Ed. T.Kapitanyak.
A3. Chapters in the books.
Kapitanyak T. (2000)
Chaos for Engineers. 2nd edition. Springer-Verlag.
Andrievsky B.R., Fradkov A.L. (1999)
Selected Chapters in Automatic Control Theory.
Nauka: St.Petersburg (in Russian).
Ogorzalek M.J.(1997A) Chaos and Complexity in Nonlinear Electronic Circuits.
World Scientific, Singapore.
Strogatz, S. (1994).
Nonlinear Dynamics and Chaos. Reading, Addison-Wesley.
Nayfeh A. and B.Balakrishnan (1995)
Applied Nonlinear Dynamics. Wiley.
Ott E. Chaos in Dynamical Systems. (1993)
Cambridge University Press.
A4. Surveys
Boccaletti, S, Grebogi, C, Lai, YC, Mancini, H, Maza, D (1997A)
The control of chaos: theory and applications
Physics Reports - Review Section Of Physics Letters, V.329, 2000, 103-197.
Arecchi, FT, Boccaletti, S, Ciofini, M, Meucci, R, Grebogi, C (1997A)
The control of chaos: Theoretical schemes and experimental realizations
International Journal Of Bifurcation And Chaos, V.8, 1998, 1643-1655.
Ding, MZ, Ding, EJ, Ditto, WL, Gluckman, B, In, V, Peng, JH,
Spano, ML, Yang, WM
Control and synchronization of chaos in high dimensional systems:
Review of some recent results. Chaos, V.7, 1997, 644-652.
Sharma, A, Gupte, N
Control methods for problems of mixing and coherence in chaotic maps and flows
Pramana - Journal Of Physics, V.48, 1997, 231-248.
Gadre, SD, Varma, VS
Control of chaos
Pramana - Journal Of Physics, V.48, 1997, 259-270.
B. Background
Blekhman I.I., Fradkov A.L., Nijmeijer H., Pogromsky A.Yu.(1997B)
On self-synchronization and controlled synchronization,
Systems and Control Letters, v.31, 299-305.
Brown R, Chua L.O. (1996B)
Clarifying chaos: Examples and counterexamples
INT J BIFURCAT CHAOS 6(2) 219-249, 1996.
Brown R, Chua L.O. (1998B)
Clarifying chaos II: Bernoulli chaos, zero Lyapunov exponents,
and strange attractors.
INT J BIFURCAT CHAOS 8(1) 1-32, 1998.
Brown R, Chua L.O. (1999B)
Clarifying chaos III: Chaotic and stochastic processes, chaotic resonance
and number theory.
INT J BIFURCAT CHAOS 9(5) 785-803, 1999.
Guckenheimer J., Holmes P. (1983B) Nonlinear
oscillations, dynamical systems and bifurcations of vector fields.
Berlin: Springer-Verlag.
Katok A. and Hasselblat B.(1997B)
Introduction to the Modern Theory of Dynamical Systems.
Encyclopedia of Mathematics and Its Applications , No 54,
Cambridge Univ Press.
Wiggins S., (1988B). Global bifurcations and chaos.
Springer-Verlag, NY.
C. Control of Chaos in Continuous-time Systems
C1. Feedforward (open loop) Control
Alekseev, V.V. and A. Y. Loskutov, (1987),
Control of a system with a strange attractor through periodic
parametric action,
Sov. Phys. Dokl., vol. 32, 1346--1348.
Basios, V, Bountis, T, Nicolis, G
Controlling the onset of homoclinic chaos due to parametric noise
Phys. Let. A, V.251, 1999, 250-258.
Bellman R., Bentsman J., Meerkov S. Vibrational control of nonlinear
systems. IEEE Trans. Aut. Contr. 1986. V.~AC-31. No~8, 710-724.
Belhaq, M, Houssni, M
Suppression of chaos in averaged oscillator driven by external and
parametric excitations.
Chaos, Solitons & Fractals, V.11, 2000, 1237-1246.
Belhaq, M, Houssni, M
Quasi-periodic oscillations, chaos and suppression of chaos in
a nonlinear oscillator driven by parametric and external excitations
Nonlinear Dynamics, V.18, 1999, 1-24.
Blekhman, I., (2000),
Vibrational Mechanics, World Scientific, Singapore,
(in Russian: 1994).
Bogoliubov, N.N. and Yu.A. Mitropolski (1961) Asymptotic Methods
in the Theory of Nonlinear Oscillations, New-York, Gordon-Breach.
Chizhevsky, VN, Vilaseca, R, Corbalan, R
Experimental switchings in bistability domains induced by
resonant perturbations.
Intern. J. Bifurcation and Chaos, V.8, 1998, 1777-1782.
Dykstra, R, Rayner, A, Tang, DY, Heckenberg, N.R.(1998)
Experimentally tracking unstable steady states by large periodic modulation
Phys. Rev. E, V.57, 1998, 397-401.
Fronzoni, L, Giocondo, M
Controlling chaos with parametric perturbations
Intern. J. of Bifurcation and Chaos, V.8, 1998, 1693-1698.
Fronzoni, L, Giocondo, and M. Pettini (1991)
Experimental evidence of suppression of chaos by resonant parametric
perturbations. Phys. Rev. A, V. 43, 6483-6487.
Gelig A.Kh.(1990). Stabilization of impulse systems by periodic external
action. Autom. Rem. Contr., No~4.
Genesio R., Tesi A., (1992) Harmonic balance methods for the analysis
of chaotic dynamics in nonlinear systems. Automatica, V.28, No 3, 531-548.
Hsu, R.R, Su, H.T, Chern, J.L, Chen, C.C. (1997)
Conditions to control chaotic dynamics by weak periodic perturbation
Phys. Rev. Let. V.78, 1997, 2936-2939.
Hubler A., (1989)
Resonant stimulation and control of nonlinear oscillators.
Naturwissenschaft, V.76, 67-72.
Kapitsa P.L.(1951)
Dynamic stability of a pendulum with oscillating suspension point.
Zh. Exper. Teor.Phys. v.21, No 5.
Kul'minskii, A, Vilaseca, R, Corbalan, R (2000)
Tracking unstable steady states by large-amplitude low-frequency
periodic modulation of a control parameter: Phase-space analysis
Phys. Rev. E, V.61, (3), 2500-2505.
Leonov G.A.(1986). Frequency criterion of stabilization by external
harmonic action. Avtomatika i Telemekhanika, No 1, 169-174
(In Russian).
Leonov, G.A., I.M. Burkin and A.I. Shepelyavyi, (1995),
Frequency Methods in Oscillation Theory,
(Kluwer, Dordrecht), (in Russian: 1992).
Leonov, G.A., D.V. Ponomarenko and V.B. Smirnova, (1996),
Frequency Methods for Nonlinear Analysis. Theory and
Applications, World Scientific, Singapore.
Liaw, YM, Tung, PC
Application of the differential geometric method to control
a noisy chaotic system via dither smoothing
Phys. Let. A, V.239, 1998, 51-58.
Lima, R, Pettini, M (1990)
Suppression of chaos by resonant parametric perturbations.
Phys. Rev. A., V.41, pp.726-733.
Lima, R, Pettini, M (1998)
Parametric resonant control of chaos.
Intern. J. Bifurcation and Chaos, V.8, 1675-1684.
Matsumoto K., and Tsyda I., (1983) Noise induced order.
J. Stat. Phys., v.31, pp.87-106.
Meerkov S.M. Principle of vibrational control: theory and
applications. IEEE Trans. Aut. Contr. 1980. V.AC-25, 755--762.
Mettin, R
Control of chaotic maps by optimized periodic inputs.
Intern. J. Bifurcation and Chaos, V.8, 1998, 1707-1711.
Mirus, KA, Sprott, JC
Controlling chaos in a high dimensional system with periodic
parametric perturbations.
Phys. Let. A, V.254, 1999, 275-278.
Mirus, KA, Sprott, JC
Controlling chaos in low- and high-dimensional systems with periodic
parametric perturbations.
Phys. Rev. E, V.59, 1999, 5313-5324.
Morgul, O
On the control of chaotic systems in Lur'e form by using dither.
IEEE Trans. Circ. Syst. I, V.46, 1999, 1301-1305.
Morgul O
On the control of some chaotic systems by using dither.
Phys. Let. A V.262: (2-3) 144-151, 1999.
Peles, S
Analysis of periodically driven mechanical system.
Progress of Theor. Physics Supplement, V., 2000, 496-506.
Pettini M. (1988) Controlling chaos through parametric excitations
In: Dynamics and Stochastic Processes, Eds. Lima R., Streit L., &
Vilela-Mendes, R.V. Springer-Verlag, NY, pp.242-250.
Pisarchik, AN, Kuntsevich, BF, Corbalan, R
Stabilizing unstable orbits by slow modulation of a control
parameter in a dissipative dynamic system
Phys. Rev. E, V.57, 1998, 4046-4053.
Pisarchik, AN, Corbalan, R
Parametric nonfeedback resonance in period doubling systems
Phys. Rev. E, V.59, 1999, 1669-1674.
Piskun, NY, Wigen, PE
Bifurcation to chaos in auto-oscillations in circular
yttrium-ion-garnet films.
J. of Appl. Phys., V.85, 1999, 4521-4523.
Rajasekar, S, Murali, K, Lakshmanan, M
Control of chaos by nonfeedback methods in a simple electronic circuit
system and the FitzHugh-Nagumo equation.
Chaos, Solitons & Fractals, V.8, 1997, 1545-1558.
Ramesh, M, Narayanan, S
Chaos control by nonfeedback methods in the presence of noise.
Chaos, Solitons & Fractals, V.10, 1999, 1473-1489.
Simiu, E, Franaszek, M
Melnikov-based open-loop control of escape for a class of nonlinear systems.
J. of Dynamic Systems Measur. Contr., Trans. ASME, V.119, 1997, 590-594.
Stephenson A. On a new type of dynamical stability,(1908)
Mem. Proc. Manch. Lit. Phil. Soc. 52, 1-10; On induced
stability," Phil. Mag. 15, 233-236.
Vorobeichik, I, Moiseyev, N
Tunneling control by high-frequency driving.
Phys. Rev. A, V.59, 1999, 2511-2514.
Wang J, Wang XH
A global control of polynomial chaotic systems
Intern. J. of Control, V. 72: (10) 911-918 1999 .
Wu, ZH, Zhu, ZX, Zhang, CF
Controlling Hamiltonian chaos by medium perturbation in
periodically driven systems
Phys. Rev. E, V.57, 1998, 366-371.
Zames G. and N.A. Shneydor. Dither in nonlinear systems.
IEEE Trans. Autom. Contr., V.21, (1976), 660--667.
Zhang, XH, Shen, K
The control action of the periodic perturbation on a hyperchaotic system.
Acta Physica Sinica M (Overseas Edition), V.8, 1999, 651-656.
Zhalnin, AY
Control of chaos in nonautonomous systems with quasiperiodic excitation.
Techn. Phys. Let., V.25, 1999, 662-664.
C2. Linearization of Poincare Map (OGY method)
Agiza, HN
On the analysis of stability, bifurcation, chaos and
chaos control of Kopel map.
Chaos, Solitons & Fractals, V.10, 1999, 1909-1916.
Aston, PJ
Controlling chaos in systems with O(2) symmetry.
Chaos Solitons & Fractals, V.9, 1998, 1289-1296.
Aston, PJ, Bird, CM
Analysis of the control of chaos - Extending the basin of attraction
Chaos, Solitons & Fractals, V.8, 1997, 1413-1429.
Aston, PJ, Bird, CM
Using control of chaos to refine approximations to periodic points.
Intern. J. of Bifurcation and Chaos, V.10, 2000, 227-235.
Badescu, CS, Ignat, M, Oprisan, S
On the chaotic oscillations of Bloch walls and their control.
Chaos, Solitons & Fractals, V.8, 1997, 33-43.
Bezruchko, BP, Ivanov, RN, Ponomarenko, VI
Two-level control of chaos in nonlinear oscillators.
Techn. Phys. Let., V.25, 1999, 151-153.
Braun, T
Suppression and excitation of chaos: The example of the glow
discharge.
Intern. J. of Bifurcation and Chaos, V.8, 1998, 1739-1742.
Chanfreau, P, Lyyjynen, H
Viewing the efficiency of chaos control.
J. of Nonlin. Math. Physics, V.6, 1999, 314-331.
Epureanu, BI, Dowell, EH
System identification for the Ott-Grebogi-Yorke controller design.
Phys. Rev. E, V.56, 1997, 5327-5331.
Epureanu, BI, Dowell, EH
On the optimality of the Ott-Grebogi-Yorke control scheme.
Physica D, V.116, 1998, 1-7.
Epureanu, BI, Dowell, EH
Optimal multidimensional OGY controller.
Physica D, V.139, 2000, 87-96.
Flynn, C, Wilson, N
A simple method for controlling chaos.
American J. of Physics, V.66, 1998, 730-735.
Fradkov, A.L. and P.Yu. Guzenko, (1997),
Adaptive control of oscillatory and chaotic systems based on
linearization of Poincare map.
Proc. 4th Europ. Contr. Conf. Brussels, 1--4 July.
Fradkov, A.L., P. Yu. Guzenko and A.V. Pavlov, (1998),
Adaptive control of chaotic systems based on Poincare map and
controlled closing lemma.
IFAC NOLCOS'98, Twente, The Netherlands, 739-744.
Fradkov, A, Guzenko, P, Pavlov, A
Adaptive control of recurrent trajectories based on
linearization of Poincare map.
Intern. J. of Bifurcation and Chaos, V.10, 2000, 621-637.
Grebogi, C, Lai, YC
Controlling chaos in high dimensions
IEEE Trans. Circ. Syst. I, V.44, 1997, 971-975.
Grebogi, C, Lai, YC
Controlling chaotic dynamical systems.
Syst. & Contr. Letters, V.31, 1997, 307-312.
Grebogi, C, Lai, YC, Hayes, S
Control and applications of chaos.
Intern. J. of Bifurcation and Chaos, V.7, 1997, 2175-2197.
Grebogi, C, Lai, YC, Hayes, S
Control and applications of chaos.
J. Franklin Inst. -
Eng. and Appl. Math., V.334B, 1997, 1115-1146.
Holzhuter, T, Klinker, T
Control of a chaotic relay system using the OGY method.
Zeitschrift Fur Naturforschung Section AMA J. of Phys.
Sciences, V.53, 1998, 1029-1036.
Holzhuter, T, Klinker, T
Transient behavior for one-dimensional OGY control.
Intern. J. of Bifurcation and Chaos, V.10, 2000, 1423-1435.
Hunt, E.R., (1991),
Stabilizing high-period orbits in a chaotic system -
the diode resonator,
Phys. Rev. Lett., 67, pp. 1953-1955.
Obradovic, D, Lenz, H
When is OGY control more than just pole placement.
Intern. J. of Bifurcation and Chaos, V.7, 1997, 691-699.
Okuno, H, Sakata, T, Takeda, H
Controlling chaos of nonlinear domain-wall motion.
J. of Appl. Physics, V.85, 1999, 5083-5085.
Ott, E., C. Grebogi, and J. Yorke, (1990),
Controlling chaos. Phys. Rev. Lett., vol. 64 (11),
1196--1199.
Ritz, T, Schweinsberg, ASZ, Dressler, U, Doerner, R,
Hubinger, B, Martienssen, W
Chaos control with adjustable control times.
Chaos, Solitons & Fractals, V.8, 1997, 1559-1576.
Senesac, LR, Blass, WE, Chin, G, Hillman, JJ, Lobell, JV
Controlling chaotic systems with occasional proportional feedback.
Review of Scientific Instruments, V.70, 1999, 1719-1724.
Schweinsberg, ASZ, Ritz, T, Dressler, U, Hubinger, B,
Doerner, R, Martienssen, W
Quasicontinuous control of a bronze ribbon experiment using
time-delay coordinates.
Phys. Rev. E, V.55, 1997, 2145-2158.
Yang, L, Liu, ZG
An improvement and proof of OGY method.
Applied Mathematics and Mechanics: English Edition, V.19, 1998, 1-8.
Zhao, H, Wang, YH, Zhang, ZB
Extended pole placement technique and its applications for
targeting unstable periodic orbit
Phys. Rev. E, V.57, 1998, 5358-5365.
C3. Delayed Feedback
Basso, M, Genesio, R, Tesi, A
Stabilizing periodic orbits of forced systems via generalized
Pyragas controllers
IEEE Trans. Circ. Syst. I, V.44, 1997, 1023-1027.
Basso, M, Genesio, R, Giovanardi, L, Tesi, A, Torrini, G
On optimal stabilization of periodic orbits via time delayed feedback
control.
Intern. J. of Bifurcation and Chaos, V.8, 1998, 1699-1706.
Batlle, C, Fossas, E, Olivar, G
Stabilization of periodic orbits of the buck converter
by time-delayed feedback,
Intern. J. Circ. Theory and Appl., V.27, 1999, 617-631.
Bleich, ME, Hochheiser, D, Moloney, JV, Socolar, JES
Controlling extended systems with spatially filtered, time-delayed feedback.
Phys. Rev. E, V.55, 1997, 2119-2126.
Bleich, ME, Socolar, JES
Delayed feedback control of a paced excitable oscillator.
Intern. J. of Bifurcation and Chaos, V.10, 2000, 603-609.
Brandt, ME, Shih, HT, Chen, GR
Linear time-delay feedback control of a pathological rhythm in
a cardiac conduction model.
Phys. Rev. E, V.56, 1997, R1334-R1337.
Bunner, MJ, Ciofini, M, Giaquinta, A, Hegger, R, Kantz, H,
Meucci, R, Politi, A
Reconstruction of systems with delayed feedback: I. Theory.
European Phys. J. D, V.10, 2000, 165-176.
Celka, P
Delay-differential equation versus 1D-map: Application to chaos control.
Physica D, V.104, 1997, 127-147.
Chang, A, Bienfang, JC, Hall, GM, Gardner, JR, Gauthier, DJ
Stabilizing unstable steady states using extended
time-delay autosynchronization.
Chaos, V.8, 1998, 782-790.
Chen, GR, Yu, XH
On time-delayed feedback control of chaotic systems.
IEEE Trans. Circ. Syst. I, V.46, 1999, 767-772.
Chen, GR, Lu, JL, Nicholas, B, Ranganathan, SM
Bifurcation dynamics in discrete-time delayed-feedback control systems.
Intern. J. of Bifurcation and Chaos, V.9, 1999, 287-293.
During, A, Behn, U
Selective stabilisation of very long unstable periodic orbits in chaotic
systems.
Phys. Lett. A, V.230, 1997, 177-182.
Elmer, FJ
Controlling friction
Phys. Rev. E, V.57, 1998, R4903-R4906.
Hai, WH, Duan, YW, Pan, LX
An analytical study for controlling unstable periodic motion in
magneto-elastic chaos.
Phys. Lett. A, V.234, 1997, 198-204.
Hikihara, T, Touno, M, Kawagoshi, T
Experimental stabilization of unstable periodic orbit in magneto-elastic
chaos by delayed feedback control.
Intern. J. Bifurcation Chaos, V.7, 1997, 2837-2846.
Hikihara, T, Ueda, Y
An expansion of system with time delayed feedback control into
spatio-temporal state space.
Chaos, V.9, 1999, 887-892.
Ishii, M, Konishi, K, Kokame, H
Robust stability of extended delayed-feedback control in one-dimensional
chaotic systems.
Phys. Lett. A, V.235, 1997, 603-609.
Just, W, Bernard, T, Ostheimer, M, Reibold, E, Benner, H
Mechanism of time-delayed feedback control.
Phys. Rev. Lett., V.78, 1997, 203-206.
Just, W, Reckwerth, D, Mockel, J, Reibold, E, Benner, H
Delayed feedback control of periodic orbits in autonomous systems.
Phys. Rev. Lett., V.81, 1998, 562-565.
Just, W, Reibold, E, Benner, H, Kacperski, K, Fronczak, P, Holyst, J
Limits of time-delayed feedback control.
Physics Letters A, V.254, 1999, 158-164.
Just, W, Reckwerth, D, Reibold, E, Benner, H
Influence of control loop latency on time-delayed feedback control.
Physical Review E, V.59, 1999, 2826-2829.
Just, W, Reibold, E, Kacperski, K, Fronczak, P, Holyst, JA, Benner, H
Influence of stable Floquet exponents on time-delayed feedback control.
Phys. Rev. E, V.61, 2000, 5045-5056.
Konishi, K, Kokame, H
Observer-based delayed-feedback control for discrete-time chaotic systems.
Phys. Lett. A, V.248, 1998, 359-368.
Konishi, K, Hirai, M, Kokame, H
Decentralized delayed-feedback control of a coupled map model for open flow.
Phys. Rev. E, V.58, 1998, 3055-3059.
Konishi, K, Kokame, H, Hirata, K
Coupled map car-following model and its delayed-feedback control.
Phys. Rev. E, V.60, 1999, 4000-4007.
Konishi, K, Kokame, H, Hirata, K
Decentralized delayed-feedback control of a coupled ring map lattice.
IEEE Transactions On Circuits And Systems I.
Fundamental Theory And Applications, V.47, 2000, 1100-1102.
Konishi, K, Kokame, H, Hirata, K
Delayed-feedback control of spatial bifurcations and chaos in open-flow
models.
Phys. Rev. E, V.62, 2000, 384-388.
Konishi, K, Kokame, H, Hirata, K
Decentralized delayed-feedback control of an optimal velocity traffic model.
European Phys. J. B, V.15, 2000, 715-722.
Loiko, NA, Naumenko, AV, Turovets, SI
Effect of Pyragas feedback on the dynamics of a Q-switched laser.
J. Exper. Theor. Physics, V.85, 1997, 827-834.
Luo, XS, Fang, JQ, Kong, LJ, Weng, JQ
A new method for control chaos based on delay feeback of system variables.
Acta Physica Sinica, V.49, 2000, 1423-1427.
Nakajima, H, Ito, H, Ueda, Y
Automatic adjustment of delay time acid feedback gain in delayed
feedback control of chaos.
IEICE Trans. Fundamentals Of Electronics, Communications
and Computer Sciences, V.E80A, 1997, 1554-1559.
Nakajima, H
On analytical properties of delayed feedback control of chaos.
Phys. Lett. A, V.232, 1997, 207-210.
Nakajima, H, Ueda, Y
Half-period delayed feedback control for dynamical systems with symmetries.
Phys. Rev. E, V.58, 1998, 1757-1763.
Nakajima, H, Ueda, Y
Limitation of generalized delayed feedback control.
Physica D, V.111, 1998, 143-150.
Naumenko, AV, Loiko, NA, Turovets, SI, Spencer, PS, Shore, KA
Chaos control in external cavity laser diodes using electronic
impulsive delayed feedback.
Intern. J. Bifurcation Chaos, V.8, 1998, 1791-1799.
Pyragas K. (1992)
Continuous control of chaos by self-controlling feedback.
Phys. Lett. A., vol.170, 421-428.
Quyen, MLV, Martinerie, J, Adam, C, Varela, FJ
Unstable periodic orbits in human epileptic activity.
Phys. Rev. E, V.56, 1997, 3401-3411.
Schuster, HG, Stemmler, MB
Control of chaos by oscillating feedback
Physical Review E, V.56, 1997, 6410-6417.
Simmendinger, C, Hess, O, Wunderlin, A
Analytical treatment of delayed feedback control.
Phys. Lett. A, V.245, 1998, 253-258.
Tian, YC, Gao, FR
Adaptive control of chaotic continuous-time systems with delay.
Physica D, V.117, 1998, 1-12.
Ushio, T, Yamamoto, S
Delayed feedback control with nonlinear estimation in
chaotic discrete-time systems.
Phys. Lett. A, V.247, 1998, 112-118.
C4. Linear and nonlinear control
Aguirre, LA, Torres, LAB
Control of nonlinear dynamics: Where do models fit in?
International Journal Of Bifurcation And Chaos, V.10, 2000, 667-681.
Alvarez-Ramirez, J, Cervantes, I
Linear control of Euler-Lagrange systems
Physics Letters A, V.278, 2000, 77-87.
Babloyantz, A, Krishchenko, AP, Nosov, A
Analysis and stabilization of nonlinear chaotic systems
Computers & Mathematics With Applications, V.34, 1997, 355-368.
M.Basso, R.Genesio, L.Giovanardi and A.Tesi (1999)
Frequency Domain Methods for Chaos Control
In: Controlling Chaos and Bifurcations in Engineering Systems
/Ed. G.Chen, CRC Press, 179-204.
Casas, F, Grebogi, C
Control of chaotic impacts
International Journal Of Bifurcation And Chaos, V.7, 1997, 951-955.
Chau, NP
Controlling chaos by periodic proportional pulses
Physics Letters A, V.234, 1997, 193-197.
Chau, NP
Controlling continuous chaotic dynamics by periodic
proportional pulses
Physical Review E, V.57, 1998, 378-380.
Chen, LQ, Liu, YZ
A modified exact linearization control for chaotic oscillators
Nonlinear Dynamics, V.20, 1999, 309-317.
Curran P.F., J. A. K. Suykens and L. O. Chua
Absolute Stability Theory and Master-Slave Synchronization
International Journal Of Bifurcation And Chaos, V.7, 1997, 2891-2900.
Fang, JQ, Hong, YG, Qin, HS, Chen, GR
Nonlinear control of chaotic systems: A switching manifold approach
Discrete Dynamics In Nature And Society, V.4, 2000, 257-267.
Fouladi, A, Valdivia, JA
Period control of chaotic systems by optimization
Physical Review E, V.55, 1997, 1315-1320.
Fradkov A.L., (1979),
Speed-gradient scheme in adaptive control,
Autom. Remote Control, vol. 40(9), pp. 1333--1342.
Fradkov, A.L., (1994), Nonlinear adaptive control: regulation
- tracking - oscillations,
Proc. of 1st IFAC Workshop ``New Trends in Design of Control
Systems,'' pp. 426--431.
Friedel, H, Grauer, R, Marliani, C
Center manifold approach to controlling chaos
Physics Letters A, V.236, 1997, 45-52.
Gadaleta, S, Dangelmayr, G
Optimal chaos control through reinforcement learning
Chaos, V.9, 1999, 775-788.
Giovanardi, L, Basso, M, Genesio, R, Tesi, A
Lower bounds for the stability degree of periodic solutions in
forced nonlinear systems
International Journal Of Bifurcation And Chaos, V.10, 2000, 639-653.
Grassi, G, Mascolo, S
Nonlinear observer design to synchronize hyperchaotic systems
via a scalar signal
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 1011-1014.
Hwang, CC, Hsieh, JY, Lin, RS
A linear continuous feedback control of Chua's circuit
Chaos Solitons & Fractals, V.8, 1997, 1507-1515.
Jackson, EA, Grosu I,(1995)
An OPCL control of complex dynamic systems. Physica D, V.85, 1-9.
Jackson, EA
The OPCL control method for entrainment, model-resonance, and
migration actions on multiple-attractor systems
Chaos, V.7, 1997, 550-559.
Khovanov, IA, Luchinsky, DG, Mannella, R, McClintock, PVE
Fluctuations and the energy-optimal control of chaos
Physical Review Letters, V.85, 2000, 2100-2103.
Konishi, K, Hirai, M, Kokame, H
Sliding mode control for a class of chaotic systems
Physics Letters A, V.245, 1998, 511-517.
Koumboulis, FN, Mertzios, BG
Feedback controlling against chaos
Chaos Solitons & Fractals, V.11, 2000, 351-358.
Krstic, M., I.Kanellakopoulos and P. Kokotovich, (1995),
Nonlinear and Adaptive Control Design. (Wiley).
Lenz, H, Obradovic, D
Robust control of the chaotic Lorenz system
International Journal Of Bifurcation And Chaos, V.7, 1997, 2847-2854.
Liao, TL
Observer-based approach for controlling chaotic systems
Physical Review E, V.57, 1998, 1604-1610.
Loria, A, Panteley, E, Nijmeijer, H
Control of the chaotic Duffing equation with uncertainty in all
parameters
IEEE Transactions On Circuits And Systems I-fundamental Theory
And Applications, V.45, 1998, 1252-1255.
Magnitskii, NA, Sidorov, SV
Control of chaos in nonlinear dynamical systems
Differential Equations, V.34, 1998, 1501-1509.
Mascolo, S, Grassi, G
Controlling chaos via backstepping design
Physical Review E, V.56, 1997, 6166-6169.
Mascolo, S, Grassi, G
Controlling chaotic dynamics using backstepping design with
application to the Lorenz system and Chua's circuit
International Journal Of Bifurcation And Chaos, V.9, 1999, 1425-1434.
Meucci, R, Labate, A, Ciofini, M
Controlling chaos by negative feedback of subharmonic components
Physical Review E, V.56, 1997, 2829-2834.
Mitra, P
Self-control of chaotic dynamics using LTI filters
IEEE Transactions On Circuits And Systems I -
Fundamental Theory And Applications, V.47, 2000, 1649-1652.
Morgul, O, Solak, E
On the synchronization of chaotic systems by using state observers
International Journal Of Bifurcation And Chaos, V.7, 1997, 1307-1322.
McGuire, J, Batchelor, MT, Davies, B
Linear and optimal non-linear control of one-dimensional maps
Physics Letters A, V.233, 1997, 361-364.
Nijmeijer, H, Mareels, IMY
An observer looks at synchronization
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 882-890.
Piccardi, C, Ghezzi, LL
Optimal control of a chaotic map: Fixed point stabilization and
attractor confinement
International Journal Of Bifurcation And Chaos, V.7, 1997, 437-446.
Piccardi, C, Rinaldi, S
Optimal control of chaotic systems via peak-to-peak maps
Physica D, V.144, 2000, 298-308.
Pogromsky, AY
Passivity based design of synchronizing systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 295-319.
Richter, H, Reinschke, KJ
Local control of chaotic systems - A Lyapunov approach
International Journal Of Bifurcation And Chaos, V.8, 1998, 1565-1573.
Richter, H, Reinschke, KJ
Optimization of local control of chaos by an evolutionary algorithm
Physica D, V.144, 2000, 309-334.
Sinha, SC, Henrichs, JT, Ravindra, B
A general approach in the design of active controllers for nonlinear systems
exhibiting chaos
International Journal Of Bifurcation And Chaos, V.10, 2000, 165-178.
Suykens, JAK, Yang, T, Chua, LO
Impulsive synchronization of chaotic Lur'e systems by measurement
feedback
International Journal Of Bifurcation And Chaos, V.8, 1998, 1371-1381.
Suykens, JAK, Vandevalle, J, Chua, LO
Nonlinear H-infinity synchronization of chaotic Lur'e systems
International Journal Of Bifurcation And Chaos, V.7, 1997, 1323-1335.
Tian, YP
Controlling chaos using invariant manifolds
International Journal Of Control, V.72, 1999, 258-266.
Tian, YC, Tade, MO, Tang, JY
Nonlinear open-plus-closed-loop (NOPCL) control of dynamic systems
Chaos Solitons & Fractals, V.11, 2000, 1029-1035.
Wang, J, Wang, XH
A global control of polynomial chaotic systems
International Journal Of Control, V.72, 1999, 911-918.
Yang, TH, Hunt, BR, Ott, E
Optimal periodic orbits of continuous time chaotic systems
Physical Review E, V.62, 2000, 1950-1959.
Yau, HT, Chen, CK, Chen, CL
Sliding mode control of chaotic systems with uncertainties
International Journal Of Bifurcation And Chaos, V.10, 2000, 1139-1147.
Yu, XH
Controlling chaos using input-output linearization approach
International Journal Of Bifurcation And Chaos, V.7, 1997, 1659-1664.
Yu, XH
Variable structure control approach for controlling chaos
Chaos Solitons & Fractals, V.8, 1997, 1577-1586.
Zhao, H, Wang, YH, Zhang, ZB
Extended pole placement technique and its applications for
targeting unstable periodic orbit
Physical Review E, V.57, 1998, 5358-5365.
C5. Adaptive control
Arecchi, FT, Boccaletti, S
Adaptive strategies for recognition, noise filtering, control,
synchronization and targeting of chaos
Chaos, V.7, 1997, 621-634.
Azemi, A, Yaz, EE
Sliding-mode adaptive observer approach to chaotic synchronization
Journal Of Dynamic Systems Measurement And Control - Trans.
ASME, V.122, 2000, 758-765.
Bandyopadhyay, JK, Tambe, SS, Jayaraman, VK, Deshpande, PB,
Kulkarni, BD
On control of nonlinear system dynamics at unstable steady state
Chemical Engineering Journal, V.67, 1997, 103-114.
Boccaletti, S, Farini, A, Arecchi, FT
Adaptive strategies for recognition, control and synchronization
of chaos
Chaos Solitons & Fractals, V.8, 1997, 1431-1448.
Cao, YJ
A nonlinear adaptive approach to controlling chaotic oscillators
Physics Letters A, V.270, 2000, 171-176.
Cazelles, B, Boudjema, G, Chau, NP
Adaptive synchronization of globally coupled chaotic
oscillators using control in noisy environments
Physica D, V.103, 1997, 452-465.
Christini, DJ, Collins, JJ
Real-time, adaptive, model-independent control of low-dimensional
chaotic and nonchaotic dynamical systems
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 1027-1030.
Christini, DJ, In, V, Spano, ML, Ditto, WL, Collins, JJ
Real-time experimental control of a system in its chaotic and
nonchaotic regimes
Physical Review E, V.56, 1997, R3749-R3752.
Christini, DJ, Kaplan, DT
Adaptive estimation and control method for unstable periodic dynamics
in spike trains
Physical Review E, V.61, 2000, 5149-5153.
Ciofini, M, Labate, A, Meucci, R, Arecchi, FT
Experimental control of chaos in a delayed high-dimensional system
European Physical Journal D, V.7, 1999, 5-9.
Ding, MZ, Ding, EJ, Ditto, WL, Gluckman, B, In, V, Peng, JH,
Spano, ML, Yang, WM
Control and synchronization of chaos in high dimensional systems:
Review of some recent results
Chaos, V.7, 1997, 644-652.
Dong, XN, Chen, GR, Chen, L
Adaptive control of the uncertain Duffing oscillator
International Journal Of Bifurcation And Chaos, V.7, 1997, 1651-1658.
Femat, R, Alvarez-Ramirez, J, Fernandez-Anaya, G
Adaptive synchronization of high-order chaotic systems: a feedback
with low-order parametrization
Physica D, V.139, 2000, 231-246.
Fradkov, A, Guzenko, P, Pavlov, A
Adaptive control of recurrent trajectories based on linearization of
Poincare map
International Journal Of Bifurcation And Chaos, V.10, 2000, 621-637.
Ge, ZM, Lin, TN
Regular and chaotic dynamic analysis and control of chaos of an
elliptical pendulum on a vibrating basement
Journal Of Sound And Vibration, V.230, 2000, 1045-1068.
Ge, SS, Wang, C, Lee, TH
Adaptive backstepping control of a class of chaotic systems
International Journal Of Bifurcation And Chaos, V.10, 2000, 1149-1156.
Gluckman, BJ, Spano, ML, Yang, WM, Ding, MZ, In, V, Ditto, WL
Tracking unstable periodic orbits in nonstationary high-dimensional
chaotic systems: Method and experiment
Physical Review E, V.55, 1997, 4935-4942.
Hu, HY
An adaptive control scheme for recovering periodic motion of
chaotic systems
Journal Of Sound And Vibration, V.199, 1997, 269-274.
Huang, WH
Stabilizing nonlinear dynamical systems by an adaptive adjustment
mechanism
Physical Review E, V.61, 2000, R1012-R1015.
Lee, BC, Kim, BG, Wang, BH
Global bifurcation approximation in controlling chaotic systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 1013-1023.
Liao, TL, Lin, SH
Adaptive control and synchronization of Lorenz systems
Journal Of The Franklin Institute-
Engineering And Applied Mathematics, V.336, 1999, 925-937.
Maybhate, A, Amritkar, RE
Use of synchronization and adaptive control in parameter estimation
from a time series
Physical Review E, V.59, 1999, 284-293.
Maybhate, A, Amritkar, RE
Dynamic algorithm for parameter estimation and its applications
Physical Review E, V.61, 2000, 6461-6470.
Melby, P, Kaidel, J, Weber, N, Hubler, A
Adaptation to the edge of chaos in the self-adjusting logistic map
Physical Review Letters, V.84, 2000, 5991-5993.
Mondragon, RJ, Arrowsmith, DK
Tracking unstable fixed points in parametrically dynamic systems
Physics Letters A, V.229, 1997, 88-96.
Park, KS, Park, JB, Choi, YH, Yoon, TS, Chen, GR
Generalized predictive control of discrete-time chaotic systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 1591-1597.
Ramaswamy, R, Sinha, S, Gupte, N
Targeting chaos through adaptive control
Physical Review E, V.57, 1998, R2507-R2510.
Rump, CM, Stidham, S
Stability and chaos in input pricing for a service facility with
adaptive customer response to congestion
Management Science, V.44, 1998, 246-261.
Sinha, S
Controlling chaos in biology
Current Science, V.73, 1997, 977-983.
Tian, YP, Yu, XH
Stabilizing unstable periodic orbits of chaotic systems with
unknown parameters
International Journal Of Bifurcation And Chaos, V.10, 2000, 611-620.
Tian, YP, Yu, XH
Adaptive control of chaotic dynamical systems using invariant
manifold approach
IEEE Transactions On Circuits And Systems I-fundamental Theory
And Applications, V.47, 2000, 1537-1542.
Wang, J, Wang, X
Parametric adaptive control in nonlinear dynamical systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 2215-2223.
Yang, T, Yang, CM, Yang, LB
A detailed study of adaptive control of chaotic systems with
unknown parameters
Dynamics And Control, V.8, 1998, 255-267.
Yu, XH
Tracking inherent periodic orbits in chaotic dynamic systems via
adaptive variable structure time-delayed self control
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.46, 1999, 1408-1411.
Zhang, HZ, Qin, HS, Chen, GR
Adaptive control of chaotic systems with uncertainties
International Journal Of Bifurcation And Chaos, V.8, 1998, 2041-2046.
Zeng, YM, Singh, SN
Adaptive control of chaos in Lorenz system
Dynamics And Control, V.7, 1997, 143-154.
D. Discrete-time systems
Abarbanel, HDI, Korzinov, L, Mees, AI, Starobinets, IM
Optimal control of nonlinear systems to given orbits.
Syst. & Contr. Lett., V.31, 1997, 263-276.
Abarbanel, HDI, Korzinov, L, Mees, AI, Rulkov, NF
Small force control of nonlinear systems to given orbits.
IEEE Trans. Circ. Syst. I, V.44, 1997, 1018-1023.
Caranicolas, ND
Controlling chaos in map models.
Mechanics Research Communications, V.26, 1999, 13-20.
Codreanu, S, Danca, M
Suppression of chaos in a one-dimensional mapping.
J. of Biol. Physics, V.23, 1997, 1-9.
Gonzalez, J, Femat, R, Alvarez-Ramirez, J, Aguilar, R, Barron, M
A discrete approach to the control and synchronization of a
class of chaotic oscillators.
IEEE Trans. Circ. Syst. I, V.46, 1999, 1139-1144.
Guo, SM, Shieh, LS, Chen, GR, Lin, CF
Effective chaotic orbit tracker: A prediction-based digital redesign approach
IEEE Transactions On Circuits And Systems I-fundamental Theory And
Applications, V.47, 2000, 1557-1570.
Guo, SM, Shieh, LS, Chen, GR, Ortega, M
Ordering chaos in Chua's circuit: A sampled-data feedback and digital
redesign approach
International Journal Of Bifurcation And Chaos, V.10, 2000, 2221-2231.
Guzenko, P.Yu and A.L. Fradkov, (1997),
Gradient control of Henon map dynamics.
Intern. J. of Bifurcation and Chaos, vol. 7 (3), 701--705.
Escalona, J, Parmananda, P
Noise-aided control of chaotic dynamics in a logistic map.
Phys. Rev. E, V.61, 2000, 5987-5989.
Hill, DL
Control of implicit chaotic maps using nonlinear approximations.
Chaos, V.10, 2000, 676-681.
Imamori, T, Ushio, T
Discrete-time Hogg-Huberman strategy with net bias.
Electronics and Communications in Japan, Part III -
Fundamental Electronic Science, V.83, 2000, 31-37.
Konishi, K, Kokame, H
Observer-based delayed-feedback control for discrete-time chaotic systems.
Phys. Lett. A, V.248, 1998, 359-368.
Kwon, OJ
Targeting and stabilizing chaotic trajectories in the standard map.
Phys. Lett. A, V.258, 1999, 229-236.
Lee, HWJ, Paskota, M, Teo, KL
Mixed strategy global sub-optimal feedback control for
chaotic systems.
Intern. J. Bifurcation and Chaos, V.7, 1997, 607-623
Lenz, H, Obradovic, D
Stabilizing higher periodic orbits of chaotic discrete-time maps.
Intern. J. Bifurcation and Chaos, V.9, 1999, 251-266.
Levi, P, Schanz, M, Kornienko, S, Kornienko, O
Application of order parameter equations for the analysis and
the control of nonlinear time discrete dynamical systems.
Intern. J. Bifurcation and Chaos, V.9, 1999, 1619-1634.
Liao, TL, Huang, NS
Control and synchronization of discrete-time chaotic
systems via variable structure control technique.
Phys. Lett. A, V.234, 1997, 262-268.
McGuire, J, Batchelor, MT, Davies, B
Linear and optimal non-linear control of one-dimensional maps.
Phys. Lett. A, V.233, 1997, 361-364.
Melby, P, Kaidel, J, Weber, N, Hubler, A
Adaptation to the edge of chaos in the self-adjusting logistic map.
Phys. Rev. Lett., V.84, 2000, 5991-5993.
Mettin, R
Control of chaotic maps by optimized periodic inputs.
Intern. J. Bifurcation and Chaos, V.8, 1998, 1707-1711.
Park, KS, Park, JB, Choi, YH, Yoon, TS, Chen, GR
Generalized predictive control of discrete-time chaotic systems.
Intern. J. Bifurcation and Chaos, V.8, 1998, 1591-1597.
Place, CM, Arrowsmith, DK
Control of transient chaos in tent maps near crisis.
Phys. Rev. E, V.61, 2000, I: 1357-1368, II:1369-1381.
Xie, WX, Wen, CY, Li, ZG
Impulsive control for the stabilization and synchronization of
Lorenz systems
Physics Letters A, V.275, 2000, 67-72.
Yang, T, Chua, LO
Control of chaos using sampled-data feedback control.
Intern. J. Bifurcation and Chaos, V.8, 1998, 2433-2438.
E. Neural Networks
Adachi, M, Aihara, K
An analysis on instantaneous stability of an associative chaotic neural network
International Journal Of Bifurcation And Chaos, V.9, 1999, 2157-2163.
Bakker, R, De Korte, RJ, Schouten, JC, Van den Bleek, CM, Takens, F
Neural networks for prediction and control of chaotic fluidized
bed hydrodynamics: A first step
Fractals-an Interdisciplinary Journal On The Complex Geometry
Of Nature, V.5, 1997, 523-530.
Bondarenko, VE
High-dimensional chaotic neural network under external sinusoidal force
Physics Letters A, V.236, 1997, 513-519.
Bondarenko, VE
Self-organization processes in chaotic neural networks under external
periodic force
International Journal Of Bifurcation And Chaos, V.7, 1997, 1887-1895.
Bukkapatnam, STS, Lakhtakia, A, Kumara, SRT
Chaotic neurons for on-line quality control in manufacturing
International Journal Of Advanced Manufacturing Technology, V.13, 1997, 95-100.
Das, A, Roy, AB, Das, P
Chaos in a three dimensional neural network
Applied Mathematical Modelling, V.24, 2000, 511-522.
De Oliveira, AG, Jones, AJ
Synchronization of chaotic maps by feedback control and application to
secure communications using chaotic neural networks
International Journal Of Bifurcation And Chaos, V.8, 1998, 2225-2237.
Dracopoulos, DC, Jones, AJ
Adaptive neuro-genetic control of chaos applied to the attitude control
problem
Neural Computing & Applications, V.6, 1997, 102-115.
Eom, TD, Sugisaka, M, Lee, JJ
New skill learning paradigm using various kinds of neurons
Applied Mathematics And Computation, V.91, 1998, 9-22.
Freeman, WJ, Chang, HJ, Burke, BC, Rose, PA, Badler, J
Taming chaos: Stabilization of aperiodic attractors by noise
IEEE Transactions On Circuits And Systems I-
fundamental Theory And Applications, V.44, 1997, 989-996.
Freeman, WJ
Three centuries of category errors in studies of the neural basis
of consciousness and intentionality
Neural Networks, V.10, 1997, 1175-1183.
Frick, J, Precetti, C, Mitchell, CA
Predicting lettuce canopy photosynthesis with statistical and neural
network models
Journal Of The American Society For Horticultural Science,
V.123, 1998, 1076-1080.
Funke, M, Herrmann, M, Der, R
Controlling low-dimensional chaos: Determination and stabilization of
unstable periodic orbits by Kohonen neural nets
International Journal Of Adaptive Control And Signal Processing,
V.11, 1997, 489-499.
Gencay, R, Liu, T
Nonlinear modelling and prediction with feedforward and recurrent networks
Physica D, V.108, 1997, 119-134.
Grabec, I, Gradisek, J, Potocnik, P
An empirical approach to optimal self-control
Engineering Applications Of Artificial Intelligence, V.10, 1997, 73-85.
Greenwood, DPA, Carrasco, RA
Neural networks for the adaptive control of disruptive nonlinear network traffic
IEE Proceedings-communications, V.147, 2000, 285-291.
Hatze, H
The inverse dynamics problem of neuromuscular control
Biological Cybernetics, V.82, 2000, 133-141.
Hirasawa, K, Murata, J, Hu, JL, Jin, CZ
Chaos control on universal learning networks
IEEE Transactions On Systems Man And Cybernetics Part C-
Applications And Reviews, V.30, 2000, 95-104.
Hirasawa, K, Wang, XF, Murata, J, Hu, JL, Jin, CZ
Universal learning network and its application to chaos control
Neural Networks, V.13, 2000, 239-253.
Hohmann, W, Kraus, M, Schneider, FW
Recognition in excitable chemical reactor networks. Experiments
and model-simulations
Journal Of Physical Chemistry A, V.101, 1997, 7364-7370.
Iida, S, Ogawara, K, Takezawa, S
Numerical simulation of jets emitted into a two-dimensional channel with
self-induced oscillation (Active control by neural network observer)
JSME International Journal Series B-fluids And Thermal Engineering,
V.41, 1998, 840-846.
Kim, SH, Lee, CM
Nonlinear prediction of manufacturing systems through explicit
and implicit data mining
Computers & Industrial Engineering, V.33, 1997, 461-464.
Kim, KB, Park, JB, Choi, YH, Chen, GR
Control of chaotic dynamical systems using radial basis function
network approximators
Information Sciences, V.130, 2000, 165-183.
Kiss, IZ, Gaspar, V
Controlling chaos with artificial neural network: Numerical studies and
experiments
Journal Of Physical Chemistry A, V.104, 2000, 8033-8037.
Kofidis, N, Roumeliotis, M, Adamopoulos, M
Improving the performance of neural networks modeling strange attractors
by the use of LVQ neural networks as input signal controllers
International Journal Of Computer Mathematics, V.73, 1999, 201-216.
Konishi, K, Kokame, H
Control of chaotic systems using an on-line trained linear neural controller
Physica D, V.100, 1997, 423-438.
Kozma, R, Kasabov, NK, Kim, JS, Cohen, A
Integration of connectionist methods and chaotic time-series analysis
for the prediction of process data
International Journal Of Intelligent Systems, V.13, 1998, 519-538.
Lin, CT, Jou, CP
Controlling chaos by GA-based reinforcement learning neural network
IEEE Transactions On Neural Networks, V.10, 1999, 846-859.
Maguire, LP, Roche, B, McGinnity, TM, McDaid, LJ
Predicting a chaotic time series using a fuzzy neural network
Information Sciences, V.112, 1998, 125-136.
Mensour, B, Longtin, A
Chaos control in multistable delay-differential equations and their singular
limit maps
Physical Review E, V.58, 1998, 410-422.
Mizutani, S, Sano, T, Uchiyama, T, Sonehara, N
Controlling chaos in chaotic neural networks
Electronics And Communications In Japan Part Iii-fundamental
Electronic Science, V.81, 1998, 73-82.
Okada, T, Nakagawa, M
A study of back propagation learning with periodic chaos neurons
Chaos Solitons & Fractals, V.10, 1999, 77-97.
Pasemann, F, Stollenwerk, N
Attractor switching by neural control of chaotic neurodynamics
Network-computation In Neural Systems, V.9, 1998, 549-561.
Poznyak, AS, Yu, W, Sanchez, EN
Identification and control of unknown chaotic systems via dynamic neural networks
IEEE Transactions On Circuits And Systems I-fundamental Theory And
Applications, V.46, 1999, 1491-1495.
Poznyak, AS, Yu, W, Sanchez, EN, Perez, JP
Nonlinear adaptive trajectory tracking using dynamic neural networks
IEEE Transactions On Neural Networks, V.10, 1999, 1402-1411.
Principe, JC, Wang, LD, Motter, MA
Local dynamic modeling with self-organizing maps and applications to
nonlinear system identification and control
Proceedings Of The IEEE, V.86, 1998, 2240-2258.
Rabinovich, MI, Abarbanel, HDI, Huerta, R, Elson, R, Selverston, AI
Self-regularization of chaos in neural systems: Experimental
and theoretical results
IEEE Transactions On Circuits And Systems I-
fundamental Theory And Applications, V.44, 1997, 997-1005.
Rabinovich, MI, Varona, P, Torres, JJ, Huerta, R, Abarbanel, HDI
Slow dynamics and regularization phenomena in ensembles of chaotic neurons
Physica A, V.263, 1999, 405-414.
Rabinovich, MI, Varona, P, Abarbanel, HDI
Nonlinear cooperative dynamics of living neurons
International Journal Of Bifurcation And Chaos, V.10, 2000, 913-933.
Rajasekar, S
Characterization and control of chaotic dynamics in a nerve conduction
model equation
Pramana-journal Of Physics, V.48, 1997, 249-258.
Roy, A, Govil, S, Miranda, R
A neural-network learning theory and a polynomial time RBF algorithm
IEEE Transactions On Neural Networks, V.8, 1997, 1301-1313.
Schuster, HG, Stemmler, MB
Control of chaos by oscillating feedback
Physical Review E, V.56, 1997, 6410-6417.
Song, H, Cai, ZS, Zhao, XZ, Li, YJ, Xi, BM, Li, YN
A new method of controlling chemical chaos - Nonlinear artificial neural network
(ANN)-occasional perturbation feedback control in the whole chaotic region
Science In China Series B-chemistry, V.42, 1999, 624-630.
Stoop, R, Schindler, K, Bunimovich, LA
Inhibitory connections enhance pattern recurrence in networks of neocortical
pyramidal cells
Physics Letters A, V.258, 1999, 115-122.
Stoop, R, Schindler, K, Bunimovich, L
Noise-driven neocortical interaction: A simple generation mechanism for
complex neuron spiking
Acta Biotheoretica, V.48, 2000, 149-171.
Tan, Z, Ali, MK
Pattern recognition in a neural network with chaos
Physical Review E, V.58, 1998, 3649-3653.
Tanaka, T, Inoue, M, Fujisaka, H
Self-organization in a spin model of chaos neural network
Progress Of Theoretical Physics Supplement, V.???, 2000, 598-599.
Thangavel, P, Murali, K, Lakshmanan, M
Bifurcation and controlling of chaotic delayed cellular neural networks
International Journal Of Bifurcation And Chaos, V.8, 1998, 2481-2492.
Townley, S, Ilchmann, A, Weiss, MG, Mcclements, W, Ruiz, AC, Owens, DH,
Pratzel-Wolters, D
Existence and learning of oscillations in recurrent neural networks
IEEE Transactions On Neural Networks, V.11, 2000, 205-214.
Tsui, APM, Jones, AJ
Periodic response to external stimulation of a chaotic neural network with
delayed feedback
International Journal Of Bifurcation And Chaos, V.9, 1999, 713-722.
Weeks, ER, Burgess, JM
Evolving artificial neural networks to control chaotic systems
Physical Review E, V.56, 1997, 1531-1540.
Yuen, PK, Bau, HH
Controlling chaotic convection using neural nets - theory and experiments
Neural Networks, V.11, 1998, 557-569.
Yuen, PK, Bau, HH
Optimal and adaptive control of chaotic convection - Theory and experiments
Physics Of Fluids, V.11, 1999, 1435-1448.
F. Fuzzy Control
Buckley, JJ, Hayashi, Y
Applications of fuzzy chaos to fuzzy simulation
Fuzzy Sets And Systems, V.99, 1998, 151-157.
Bucolo, M, Fortuna, L
Spatial disorder in complex neuro-fuzzy dynamics
Progress Of Theoretical Physics Supplement, V.???, 2000, 445-452.
Calvo, O, Cartwright, JHE
Fuzzy control of chaos
International Journal Of Bifurcation And Chaos, V.8, 1998, 1743-1747.
Castillo, O, Melin, P
Automated mathematical modelling, simulation and behavior identification
of robotic dynamic systems using a new fuzzy- fractal-genetic approach
Robotics And Autonomous Systems, V.28, 1999, 19-30.
Chen, CS, Chen, WL
Analysis and design of a stable fuzzy control system
Fuzzy Sets And Systems, V.96, 1998, 21-35.
Chen, L, Chen, GR
Fuzzy predictive control of uncertain chaotic systems using time series
International Journal Of Bifurcation And Chaos, V.9, 1999, 757-767.
Chen, L, Chen, GR, Lee, YW
Fuzzy modeling and adaptive control of uncertain chaotic systems
Information Sciences, V.121, 1999, 27-37.
Chen, L, Chen, GR
Fuzzy modeling, prediction, and control of uncertain chaotic systems
based on time series
IEEE Transactions On Circuits And Systems I-fundamental Theory And
Applications, V.47, 2000, 1527-1531.
Chung, IF, Lin, CJ, Lin, CT
A GA-based fuzzy adaptive learning control network
Fuzzy Sets And Systems, V.112, 2000, 65-84.
Edwards, D, Choi, HT
Use of fuzzy logic to calculate the statistical properties of strange
attractors in chaotic systems
Fuzzy Sets And Systems, V.88, 1997, 205-217.
Joo, YH, Shieh, LS, Chen, GR
Hybrid state-space fuzzy model-based controller with dual-rate sampling
digital control of chaotic systems
IEEE Transactions On Fuzzy Systems, V.7, 1999, 394-408.
Karnik, NN, Mendel, JM
Applications of type-2 fuzzy logic systems to forecasting of time-series
Information Sciences, V.120, 1999, 89-111.
Kim, D
Improving the fuzzy system performance by fuzzy system ensemble
Fuzzy Sets And Systems, V.98, 1998, 43-56.
Kozma, R, Kasabov, NK, Kim, JS, Cohen, A
Integration of connectionist methods and chaotic time-series analysis
for the prediction of process data
International Journal Of Intelligent Systems, V.13, 1998, 519-538.
Maguire, LP, Roche, B, McGinnity, TM, McDaid, LJ
Predicting a chaotic time series using a fuzzy neural network
Information Sciences, V.112, 1998, 125-136.
Mendel, JM, Mouzouris, GC
Designing fuzzy logic systems
IEEE Transactions On Circuits And Systems II-analog And Digital Signal
Processing, V.44, 1997, 885-895.
Morimoto, T, Hashimoto, Y
An intelligent control for greenhouse automation, oriented by the
concepts of SPA and SFA - an application to a post-harvest process
Computers And Electronics In Agriculture, V.29, 2000, 3-20.
Mouzouris, GC, Mendel, JM
Nonsingleton fuzzy logic systems: Theory and application
IEEE Transactions On Fuzzy Systems, V.5, 1997, 56-71.
Ramos, RV, Souza, RF
Controlling chaos in a nonlinear fiber ring resonator using fuzzy logic
Microwave And Optical Technology Letters, V.21, 1999, 378-380.
Rovatti, R, Setti, G
Topological conjugacy propagates stochastic robustness of chaotic maps
IEICE Transactions On Fundamentals Of Electronics Communications And
Computer Sciences, V.E81A, 1998, 1777-1784.
Tanaka, K, Ikeda, T, Wang, HO
A unified approach to controlling chaos via arm LMI-based fuzzy control
system design.
IEEE Transactions On Circuits And Systems I-fundamental Theory And
Applications, V.45, 1998, 1021-1040.
Tang, YZ, Zhang, NY, Li, YD
Stable fuzzy adaptive control for a class of nonlinear systems
Fuzzy Sets And Systems, V.104, 1999, 279-288.
Tomonaga, Y, Takatsuka, K
Strange attractors of infinitesimal widths in the bifurcation diagram
with an unusual mechanism of onset - Nonlinear dynamics in coupled fuzzy
control systems. II
Physica D, V.111, 1998, 51-80.
Tsadiras, AK, Margaritis, KG
An experimental study of the dynamics of the certainty neuron fuzzy
cognitive maps
Neurocomputing, V.24, 1999, 95-116.
Watanabe, K, Udawatta, L, Kiguchi, K, Izumi, K
Control of chaotic systems using fuzzy model-based regulators.
New Directions In Rough Sets, Data Mining, and Granular-soft
Computing, LECT NOTES ARTIF INTELL, V.1711, 1999, 248-256.
Xue, YJ, Yin, XH, Feng, RP
Controlling chaos system by using adaptive fuzzy method based on
input-output linearization
Acta Physica Sinica, V.49, 2000, 641-646.
G. Generation of Chaos (Chaotization)
Andrecut, M
Logistic map as a random number generator
International Journal Of Modern Physics B, V.12, 1998, 921-930.
Chan, WCY, Tse, CK
What form of control function can drive discontinuous-mode
boost converter to chaos via period-doubling?
International Journal Of Circuit Theory And Applications, V.26, 1998, 281-286.
Chen, GR, Lai, DJ
Making a dynamical system chaotic: Feedback control
of 15 Lyapunov exponents for discrete-time dynamical systems
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 250-253.
Chen, GR, Lai, DJ
Feedback anticontrol of discrete chaos
International Journal Of Bifurcation And Chaos, V.8, 1998, 1585-1590.
Dhamala, M, Lai, YC
Controlling transient chaos in deterministic flows with
applications to electrical power systems and ecology
Physical Review E, V.59, 1999, 1646-1655.
Kousaka, T, Ueta, T, Kawakami, H
A method for generating a chaotic attractor by destabilization
Electronics And Communications In Japan Part IIII -
Fundamental Electronic Science, V.80, 1997, 73-81.
Lee, BC, Kim, BG, Wang, BH
Global bifurcation approximation in controlling chaotic systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 1013-1023.
Postnikov, NS
Stochasticity of relay systems with hysteresis.
Automat. Remote Contr., V.59, 1998, 349-358.
Vanecek A., Celikovsky S. Chaos synthesis via root locus.
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.41, 1994, 59--60.
Wang, XF, Chen, GR
Chaotifying a stable LTI system by tiny feedback control
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.47, 2000, 410-415.
Wang, XF, Chen, GR
On feedback anticontrol of discrete chaos
International Journal Of Bifurcation And Chaos, V.9, 1999, 1435-1441.
Wang, XF, Chen, GR
Chaotifying a stable map via smooth small-amplitude
high-frequency feedback control
International Journal Of Circuit Theory And Applications, V.28, 2000
Wang, XF, Chen, GR
Chaotification via arbitrarily small feedback controls: Theory, method,
and applications
International Journal Of Bifurcation And Chaos, V.10, 2000, 549-570.
Wang, XF, Chen, GR, Yu, XH
Anticontrol of chaos in continuous-time systems via time-delay feedback
Chaos, V.10, 2000, 771-779.
H. Control of Distributed (Spatio-Temporal) Systems
Arena, P, Caponetto, R, Fortuna, L, Rizzo, A
Nonorganized deterministic dissymmetries induce regularity in
spatiotemporal dynamics
International Journal Of Bifurcation And Chaos, V.10, 2000, 73-85.
Baier, G, Sahle, S, Chen, JP, Hoff, AA
Local stimulation induces long-range order in spatio-temporal disorder
Journal Of Chemical Physics, V.110, 1999, 3251-3255.
Benkler, E, Kreuzer, M, Neubecker, R, Tschudi, T
Noninvasive experimental control of beam profiles in nonlinear optics
Journal Of Optics A-pure And Applied Optics, V.2, 2000, 303-309.
Bezruchko, BP, Prokhorov, MD
Controlling spatiotemporal chaos in a chain of bistable oscillators
Technical Physics Letters, V.25, 1999, 484-486.
Bleich, ME, Hochheiser, D, Moloney, JV, Socolar, JES
Controlling extended systems with spatially filtered, time- delayed feedback
Physical Review E, V.55, 1997, 2119-2126.
Boccaletti, S, Maza, D, Mancini, H, Genesio, R, Arecchi, FT
Control of defects and spacelike structures in delayed dynamical systems
Physical Review Letters, V.79, 1997, 5246-5249.
Boccaletti, S, Bragard, J, Arecchi, FT
Controlling and synchronizing space time chaos
Physical Review E, V.59, 1999, 6574-6578.
Ciofini, M, Labate, A, Meucci, R, Wang, PY
Experimental evidence of selection and stabilization of spatial patterns in
a CO2 laser by means of spatial perturbations
Optics Communications, V.154, 1998, 307-312.
Ciofini, M, Labate, A, Meucci, R, Arecchi, FT
Experimental control of chaos in a delayed high-dimensional system
European Physical Journal D, V.7, 1999, 5-9.
Ding MZ, Ding EJ, Ditto WL, Gluckman B, In V, Peng JH, Spano ML, Yang WM
Control and synchronization of chaos in high dimensional systems:
Review of some recent results
Chaos, V.7, 1997, 644-652.
Doebeli, M, Ruxton, GD
Controlling spatial chaos in metapopulations with long-range dispersal
Bulletin Of Mathematical Biology, V.59, 1997, 497-515.
Fanceschini, G, Bose, S, Scholl, E
Control of chaotic spatiotemporal spiking by time-delay autosynchronization
Physical Review E, V.60, 1999, 5426-5434.
Fang, JQ, Ali, MK, Fang, Q
Controlling spatiotemporal chaos using nonlinear feedback functional method
Chinese Physics Letters, V.14, 1997, 823-826.
Freeman, WJ, Chang, HJ, Burke, BC, Rose, PA, Badler, J
Taming chaos: Stabilization of aperiodic attractors by noise
IEEE Transactions On Circuits And Systems I -
Fundamental Theory And Applications, V.44, 1997, 989-996.
Fronzoni, L, Giocondo, M
Controlling chaos with parametric perturbations
International Journal Of Bifurcation And Chaos, V.8, 1998, 1693-1698.
Fullana, JM, LeGal, P, Rossi, M, Zaleski, S
Identification of parameters in amplitude equations describing coupled wakes
Physica D, V.102, 1997, 37-56.
Gade, PM
Feedback control in coupled map lattices
Physical Review E, V.57, 1998, 7309-7312.
Gao, JH, Xiao, JH, Yao, YG, Hu, G
Spatiotemporal chaos control with pinning signals in distributed systems
Communications In Theoretical Physics, V.32, 1999, 481-488.
Gong, XF, Chen, H, Li, FL
Controlling and synchronization of spatio-temporal patterns of a globally coupled
chaotic map
Physics Letters A, V.237, 1998, 217-224.
Gravier, E, Caron, X, Bonhomme, G, Pierre, T, Briancon, JL
Dynamical study and control of drift waves in a magnetized laboratory plasma
European Physical Journal D, V.8, 2000, 451-457.
Grigoriev, RO, Cross, MC, Schuster, HG
Pinning control of spatiotemporal chaos
Physical Review Letters, V.79, 1997, 2795-2798.
Grigoriev, RO
Symmetry and control: spatially extended chaotic systems
Physica D, V.140, 2000, 171-192.
Gubbins, S, Gilligan, CA
Biological control in a disturbed environment
Philosophical Transactions Of The Royal Society Of London,
Series B - Biological Sciences, V.352, 1997, 1935-1949.
Harkness, GK, Oppo, GL, Benkler, E, Kreuzer, M, Neubecker, R, Tschudl, T
Fourier space control in an LCLV feedback system
Journal Of Optics B - Quantum And Semiclassical Optics, V.1, 1999, 177-182.
Hikihara, T, Ueda, Y
An expansion of system with time delayed feedback control into spatio-temporal
state space
Chaos, V.9, 1999, 887-892.
Hochheiser, D, Moloney, JV, Lega, J
Controlling optical turbulence
Physical Review A, V.55, 1997, R4011-R4014.
Hu, G, Xiao, JH, Yang, JZ, Xie, FG, Qu, ZL
Synchronization of spatiotemporal chaos and its applications
Physical Review E, V.56, 1997, 2738-2746.
Hu, G, Xiao, JH, Chua, LO, Pivka, L
Controlling spiral waves in a model of two-dimensional arrays of Chua's circuits
Physical Review Letters, V.80, 1998, 1884-1887.
Hu, G, Yang, JZ, Liu, WJ
Instability and controllability of linearly coupled oscillators: Eigenvalue analysis
Physical Review E, V.58, 1998, 4440-4453.
Hu, G, Xiao, JH, Gao, JH, Li, XM, Yao, YG, Hu, BB
Analytical study of spatiotemporal chaos control by applying local injections
Physical Review E, V.62, 2000, R3043-R3046.
Huh, JH, Hidaka, Y, Kai, S
Formation scenarios for nonlinear patterns in electroconvection under controlling
goldstone modes in magnetic field
Journal Of The Physical Society Of Japan, V.68, 1999, 1567-1577.
Iino, Y, Davis, P
Controlling spontaneous generation of optical beam spots in a liquid crystal device
Journal Of Applied Physics, V.87, 2000, 8251-8258.
Jiang, Y, Antillon, A, Parmananda, P, Escalona, J
Selection and stabilization of spatiotemporal patterns in
coupled lattices
Physical Review E, V.56, 1997, 2568-2572.
Junge, L, Parlitz, U, Tasev, Z, Kocarev, L
Synchronization and control of spatially extended systems using sensor coupling
International Journal Of Bifurcation And Chaos, V.9, 1999, 2265-2270.
Junge, L, Parlitz, U
Synchronization and control of coupled Ginzburg-Landau equations using local coupling
Physical Review E, V.61, 2000, 3736-3742.
Kolodner, P, Flatgen, G
Spatial-feedback control of dispersive chaos in binary-fluid convection
Physical Review E, V.61, 2000, 2519-2532.
Konishi, K, Hirai, M, Kokame, H
Decentralized delayed-feedback control of a coupled map model for open flow
Physical Review E, V.58, 1998, 3055-3059.
Konishi, K, Kokame, H, Hirata, K
Delayed-feedback control of spatial bifurcations and chaos in open-flow models
Physical Review E, V.62, 2000, 384-388.
Kocarev, L, Parlitz, U, Stojanovski, T, Janjic, P
Controlling spatiotemporal chaos in coupled nonlinear oscillators
Physical Review E, V.56, 1997, 1238-1241.
Kocarev, L, Tasev, Z, Parlitz, U
Synchronizing spatiotemporal chaos of partial differential equations
Physical Review Letters, V.79, 1997, 51-54.
Kocarev, L, Janjic, P, Parlitz, U, Stojanovski, T
Controlling spatio-temporal chaos in coupled oscillators by sporadic driving
Chaos Solitons & Fractals, V.9, 1998, 283-293.
Kramer, R, Munster, AF
Stabilization of dominant structures in an ionic reaction- diffusion system
Collection Of Czechoslovak Chemical Communications, V.63, 1998, 761-769.
Kwon, YS, Ham, SW, Lee, KK
Analysis of minimal pinning density for controlling spatiotemporal chaos of
a coupled map lattice
Physical Review E, V.55, 1997, 2009-2012.
Lin, H
Suppression of transverse instabilities in a laser by use of a spatially filtered
feedback
Journal Of The Optical Society Of America B - Optical Physics, V.17, 2000, 239-246.
Locher, M, Hunt, ER
Control of high-dimensional chaos in systems with symmetry
Physical Review Letters, V.79, 1997, 63-66.
Locher, M, Johnson, GA, Hunt, ER
Stabilizing spatiotemporal patterns in a convectively unstable open flow
system via kink-antikink pairs
Chaos Solitons & Fractals, V.8, 1997, 1523-1532.
Luo, XS, Fang, JQ
A method of controlling spatiotemporal chaos in coupled map lattices
Chinese Physics, V.9, 2000, 333-336.
Mamaev, AV, Saffman, M
Selection of unstable patterns and control of optical turbulence by Fourier plane
filtering
Physical Review Letters, V.80, 1998, 3499-3502.
Mausbach, T, Klinger, T, Piel, A, Atipo, A, Pierre, T, Bonhomme, G
Continuous control of ionization wave chaos by spatially derived feedback signals
Physics Letters A, V.228, 1997, 373-377.
Mizokami, S, Ohishi, Y, Ohashi, H
Intermittency in the solution of the complex Ginzburg-Landau equation under
pinning control
Physica A, V.239, 1997, 227-234.
Moloney, JV
Spontaneous generation of patterns and their control in nonlinear optical systems
Journal Of Optics B-quantum And Semiclassical Optics, V.1, 1999, 183-190.
Montagne, R, Colet, P
Nonlinear diffusion control of spatiotemporal chaos in the complex
Ginzburg-Landau equation
Physical Review E, V.56, 1997, 4017-4024.
Montagne, R, Colet, P
Diffusion parameter control of spatiotemporal chaos
International Journal Of Bifurcation And Chaos, V.8, 1998, 1849-1856.
Ohtsubo, J
Feedback induced instability and chaos in semiconductor lasers and their applications
Optical Review, V.6, 1999, 1-15.
Olsen, OH, Samuelsen, MR
Control of chaotic patterns in a Josephson junction model
Physics Letters A, V.266, 2000, 123-133.
Oppo, GL, Martin, R, Scroggie, AJ, Harkness, GK, Lord, A, Firth, WJ
Control of spatio-temporal complexity in nonlinear optics
Chaos Solitons & Fractals, V.10, 1999, 865-874.
Parekh, N, Kumar, VR, Kulkami, BD
Synchronization and control of spatiotemporal chaos using time-series data from
local regions
Chaos, V.8, 1998, 300-306.
Parekh, N, Kumar, VR, Kulkarni, BD
Control of spatiotemporal chaos: A study with an autocatalytic
reaction-diffusion system
Pramana-journal Of Physics, V.48, 1997, 303-323.
Parekh, N, Parthasarathy, S, Sinha, S
Global and local control of spatiotemporal chaos in coupled map lattices
Physical Review Letters, V.81, 1998, 1401-1404.
Parmananda, P, Hildebrand, M, Eiswirth, M
Controlling turbulence in coupled map lattice systems using feedback techniques
Physical Review E, V.56, 1997, 239-244.
Parmananda, P, Jiang, Y
Controlling localized spatiotemporal chaos in a one-dimensional coupled map lattice
Physics Letters A, V.231, 1997, 159-163.
Parmananda, P, Eiswirth, M
Suppression of chemical turbulence using feedbacks and forcing
Journal Of Physical Chemistry A, V.103, 1999, 5510-5514.
Rappel, WJ, Fenton, F, Karma, A
Spatiotemporal control of wave instabilities in cardiac tissue
Physical Review Letters, V.83, 1999, 456-459.
Schuster, HG, Stemmler, MB
Control of chaos by oscillating feedback
Physical Review E, V.56, 1997, 6410-6417.
Shvartsman, SY, Kevrekidis, IG
Low-dimensional approximation and control of periodic solutions in spatially
extended systems
Physical Review E, V.58, 1998, 361-368.
Simmendinger, C, Munkel, M, Hess, O
Controlling complex temporal and spatio-temporal dynamics in semiconductor lasers
Chaos Solitons & Fractals, V.10, 1999, 851-864.
Simmendinger, C, Preisser, D, Hess, O
Stabilization of chaotic spatiotemporal filamentation in large broad area lasers
by spatially structured optical feedback
Optics Express, V.5, 1999, 48-54.
Sinha, S, Gupte, N
Adaptive control of spatially extended systems: Targeting spatiotemporal patterns
and chaos
Physical Review E, V.58, 1998, R5221-R5224.
Tziperman, E, Scher, H, Zebiak, SE, Cane, MA
Controlling spatiotemporal chaos in a realistic El Nino prediction model
Physical Review Letters, V.79, 1997, 1034-1037.
Vorontsov, MA, Carhart, GW, Dou, RS
Spontaneous optical pattern formation in a large array of optoelectronic feedback
circuits
Journal Of The Optical Society Of America B - Optical Physics, V.17, 2000, 266-274.
Wang, PY, Xie, P
Eliminating spatiotemporal chaos and spiral waves by weak spatial perturbations
Physical Review E, V.61, 2000, 5120-5123.
Wang, PY, Xie, P, Dai, JH, Zhang, HJ
Stabilization, selection, and tracking of unstable patterns by weak spatial
perturbations
Physical Review Letters, V.80, 1998, 4669-4672.
Weltmann, KD, Koepke, ME, Selcher, CA
Spatiotemporal laser perturbation of competing ionization waves in a neon glow
discharge
Physical Review E, V.62, 2000, 2773-2781.
Wu, SG, He, KF, Huang, ZQ
Controlling spatio-temporal chaos via small external forces
Physics Letters A, V.260, 1999, 345-351.
Xiao, JH, Hu, G, Yang, JZ, Gao, JH
Controlling turbulence in the complex Ginzburg-Landau equation
Physical Review Letters, V.81, 1998, 5552-5555.
Xiao, JH, Hu, G, Gao, JH
Turbulence control and synchronization and controllable pattern formation
International Journal Of Bifurcation And Chaos, V.10, 2000, 655-660.
Xi, HW, Toral, R, Gunton, JD, Tribelsky, MI
Extensive chaos in the Nikolaevskii model
Physical Review E, V.62, 2000, R17-R20.
Zochowski, M, Liebovitch, LS
Synchronization of the trajectory as a way to control the dynamics of
a coupled system
Physical Review E, V.56, 1997, 3701-3704.
I. Chaotic mixing
Anderson, PD, Galaktionov, OS, Peters, GWM, van de Vosse, FN, Meijer, HEH
Chaotic fluid mixing in non-quasi-static time-periodic cavity flows
International Journal Of Heat And Fluid Flow, V.21, 2000, 176-185.
Ashwin, P, King, GP
A study of particle paths in non-axisymmetric Taylor-Couette flows
Journal Of Fluid Mechanics, V.338, 1997, 341-362.
Butler, JP, Tsuda, A
Effect of convective stretching and folding on aerosol mixing deep in
the lung, assessed by approximate entropy
Journal Of Applied Physiology, V.83, 1997, 800-809.
Cornish, NJ, Turok, NG
Ringing the eigenmodes from compact manifolds
Classical And Quantum Gravity, V.15, 1998, 2699-2710.
Danescu, RI, Zumbrunnen, DA
Creation of conducting networks among particles in polymer melts by
chaotic mixing
Journal Of Thermoplastic Composite Materials, V.11, 1998, 299-320.
Danescu, RI, Zumbrunnen, DA
Production of electrically conducting plastic composites by
three-dimensional chaotic mixing of melts and powder additives
Journal Of Vinyl & Additive Technology, V.6, 2000, 26-33.
Dupont, F, McLachlan, RI, Zeitlin, V
On a possible mechanism of anomalous diffusion by Rossby waves
Physics Of Fluids, V.10, 1998, 3185-3193.
Elperin, T, Vikhansky, A
Chaotic mixing of granular material in slowly rotating containers as a
discrete mapping
Chaos, V.9, 1999, 910-915.
Fan, YR, Tanner, RI, Phan-Thien, N
A numerical study of viscoelastic effects in chaotic mixing between
eccentric cylinders
Journal Of Fluid Mechanics, V.412, 2000, 197-225.
Fountain, GO, Khakhar, DV, Mezic, I, Ottino, JM
Chaotic mixing in a bounded three-dimensional flow
Journal Of Fluid Mechanics, V.417, 2000, 265-301.
Franks, PJS
Spatial patterns in dense algal blooms
Limnology And Oceanography, V.42, 1997, 1297-1305.
Froncioni, AM, Muzzio, FJ, Peskin, RL, Swanson, PD
Chaotic motion of fluid and solid particles in plane wakes
Chaos Solitons & Fractals, V.8, 1997, 109-130.
Furtado, F, Pereira, F
Scaling analysis for two-phase immiscible flow in heterogeneous porous media
Computational And Applied Mathematics, V.17, 1998, 237-263.
Galaktionov, OS, Anderson, PD, Peters, GWM, Van de Vosse, FN
An adaptive front tracking technique for three-dimensional transient flows
International Journal For Numerical Methods In Fluids, V.32, 2000, 201-+.
Ganesan, V, Bryden, MD, Brenner, H
Chaotic heat transfer enhancement in rotating eccentric annular-flow systems
Physics Of Fluids, V.9, 1997, 1296-1306.
Giona, M, Adrover, A, Muzzio, FJ, Cerbelli, S
The geometry of mixing in 2-d time-periodic chaotic flows
Chemical Engineering Science, V.55, 2000, 381-389.
Glimm, J, Saltz, D, Sharp, DH
Statistical evolution of chaotic fluid mixing
Physical Review Letters, V.80, 1998, 712-715.
Gomillion, BL, Wang, J, Ellison, MS, Zumbrunnen, DA
Three-dimensional continuous chaotic mixing to produce structured fiber
composites in-situ.
Abstracts Of Papers Of The American Chemical Society, V.215, 1998,
Hackborn, WW, Ulucakli, ME, Yuster, T
A theoretical and experimental study of hyperbolic and degenerate mixing
regions in a chaotic Stokes flow
Journal Of Fluid Mechanics, V.346, 1997, 23-48.
von Hardenberg, J, Fraedrich, K, Lunkeit, F, Provenzale, A
Transient chaotic mixing during a baroclinic life cycle
Chaos, V.10, 2000, 122-134.
Hill, KM, Gilchrist, JF, Ottino, JM, Khakhar, DV, McCarthy, JJ
Mixing of granular materials: A test-bed dynamical system for pattern formation
International Journal Of Bifurcation And Chaos, V.9, 1999, 1467-1484.
Hill, RW, Ball, KS
Chebyshev collocation analysis of axisymmetric flow and heat transfer
between counter-rotating disks
Journal Of Fluids Engineering - Trans. Of The ASME, V.119, 1997, 940-947.
Hwu, TY, Young, DL, Chen, YY
Chaotic advections for Stokes flows in circular cavity
Journal Of Engineering Mechanics - ASCE, V.123, 1997, 774-782.
Inoue, Y, Hirata, Y
Numerical analysis of chaotic mixing in plane cellular flow II -
Mixedness and final mixing pattern
Kagaku Kogaku Ronbunshu, V.26, 2000, 31-39.
Inoue, Y, Hirata, Y
Numerical analysis of chaotic mixing in plane cellular flow I
formation mechanisms of initial mixing pattern and fine mixing pattern
Kagaku Kogaku Ronbunshu, V.25, 1999, 294-302.
Joseph, B
Chaotic mixing by internal inertia-gravity waves
Physics Of Fluids, V.9, 1997, 945-962.
Joseph, B, Moustaoui, M
Transport, moisture, and rain in a simple monsoonlike flow
Journal Of The Atmospheric Sciences, V.57, 2000, 1817-1838.
Kandrup, HE, Pogorelov, IV, Sideris, IV
Chaotic mixing in noisy Hamiltonian systems
Monthly Notices Of The Royal Astronomical Society, V.311, 2000, 719-732.
van Keken, PE, King, SD, Schmeling, H, Christensen, UR, Neumeister,
D, Doin, MP
A comparison of methods for the modeling of thermochemical convection
Journal Of Geophysical Research-solid Earth, V.102, 1997, 22477-22495.
van Keken, P, Zhong, SJ
Mixing in a 3D spherical model of present-day mantle convection
Earth And Planetary Science Letters, V.171, 1999, 533-547.
Khakhar, DV, McCarthy, JJ, Gilchrist, JF, Ottino, JM
Chaotic mixing of granular materials in two-dimensional tumbling mixers
Chaos, V.9, 1999, 195-205.
Lee, BS, Kang, IS, Lim, HC
Chaotic mixing and mass transfer enhancement by pulsatile laminar flow
in an axisymmetric wavy channel
International Journal Of Heat And Mass Transfer, V.42, 1999, 2571-2581.
Lee, TH, Kwon, TH
A new representative measure of chaotic mixing in a chaos single-screw
extruder
Advances In Polymer Technology, V.18, 1999, 53-68.
Leprevost, JC, Lefevre, A, Brancher, JP, Saatdjian, E
Chaotic mixing and heaf transfer in a periodic 2D flow
Comptes Rendus De L Academie Des Sciences Serie II Fascicule
B-Mecanique Physique Chimie Astronomie, V.325, 1997, 519-526.
Leyronas, X, Silvestrov, PG, Beenakker, CWJ
Scaling at the chaos threshold for interacting electrons in a quantum dot
Physical Review Letters, V.84, 2000, 3414-3417.
Liu, YH, Zumbrunnen, DA
Toughness enhancement in polymer blends due to the in-situ formation by
chaotic mixing of fine-scale extended structures
Journal Of Materials Science, V.34, 1999, 1921-1931.
Mat, MD, Ilegbusi, OJ
Kinematic mixing of two fluids with valve perturbation
International Journal Of Multiphase Flow, V.23, 1997, 1043-1062.
Merritt, D
Cusps and triaxiality
Astrophysical Journal, V.486, 1997, 102-109.
Ngan, K, Shepherd, TG
Chaotic mixing and transport in Rossby-wave critical layers
Journal Of Fluid Mechanics, V.334, 1997, 315-351.
Nishimura, T, Kunitsugu, K
Fluid mixing and mass transfer in two-dimensional cavities
with time-periodic lid velocity
International Journal Of Heat And Fluid Flow, V.18, 1997, 497-506.
Overd, MM, Generalis, SC
Using computational fluid dynamics to investigate the flow of a viscous
fluid in a cavity with oscillating boundaries
International Polymer Processing, V.14, 1999, 128-135.
Paireau, O, Tabeling, P
Enhancement of the reactivity by chaotic mixing
Physical Review E, V.56, 1997, 2287-2290.
Raynal, F, Gence, JN
Energy saving in chaotic laminar mixing
International Journal Of Heat And Mass Transfer, V.40, 1997, 3267-3273.
Reboucas, MJ, Tavakol, RK, Teixeira, AFF
Topology and fragility in cosmology
General Relativity And Gravitation, V.30, 1998, 535-543.
Scheuring, I, Karolyi, G, Pentek, A, Tel, T, Toroczkai, Z
A model for resolving the plankton paradox: coexistence in open flows
Freshwater Biology, V.45, 2000, 123-132.
Shinbrot, T, Alexander, A, Muzzio, FJ
Spontaneous chaotic granular mixing
Nature, V.397, 1999, 675-678.
Shinbrot, T, Alexander, A, Moakher, M, Muzzio, FJ
Chaotic granular mixing
Chaos, V.9, 1999, 611-620.
Solomon, TH, Tomas, S, Warner, JL
Chaotic mixing of immiscible impurities in a two-dimensional flow
Physics Of Fluids, V.10, 1998, 342-350.
Takigawa, T, Kataoka, K, Ema, H, Yoshimura, T, Ohmura, N
Mixing-effective motion of high viscosity fluid around a rotating elliptic
cylinder
Journal Of Chemical Engineering Of Japan, V.33, 2000, 420-426.
Tan, BT, Morris, P, Thompson, MC, Hourigan, K
Chaotic mixing simulations
Applied Mathematical Modelling, V.22, 1998, 1047-1057.
Toussaint, V, Carriere, P
Diffusive cut-off scale of fractal surfaces in chaotic mixing
International Journal Of Bifurcation And Chaos, V.9, 1999, 443-454.
Toussaint, V, Carriere, P, Scott, J, Gence, JN
Spectral decay of a passive scalar in chaotic mixing
Physics Of Fluids, V.12, 2000, 2834-2844.
Tsuda, A, Otani, Y, Butler, JP
Acinar flow irreversibility caused by perturbations in reversible
alveolar wall motion
Journal Of Applied Physiology, V.86, 1999, 977-984.
Voyatzis, G, Pitas, I
Digital image watermarking using mixing systems
Computers & Graphics, V.22, 1998, 405-416.
Wang, LX, Chen, Y, Fan, YR, Lu, YX
Numerical investigation on mixing efficiency and exponential fluid
stretching in chaotic mixing
Chinese Journal Of Chemical Engineering, V.8, 2000, 203-207.
Yang, HJ
The central barrier, asymmetry and random phase in chaotic transport and
mixing by Rossby waves in a jet
International Journal Of Bifurcation And Chaos, V.8, 1998, 1131-1152.
Yao, WG, Sato, H, Takahashi, K, Koyama, K
Mixing performance experiments in impeller stirred tanks subjected to
unsteady rotational speeds
Chemical Engineering Science, V.53, 1998, 3031-3040.
Zalc, JM, Muzzio, FJ
Parallel-competitive reactions in a two-dimensional chaotic flow
Chemical Engineering Science, V.54, 1999, 1053-1069.
J. Other problems
J1.Controllability
Alleyne, A
Reachability of chaotic dynamic systems.
Phys. Rev. Lett., V.80, 1998, 3751-3754.
Chen, GR
On some controllability conditions for chaotic dynamics control.
Chaos, Solitons & Fractals, V.8, 1997, 1461-1470.
Lions, JL.
On the controllability of distributed systems.
Proc. Nat. Acad. Sci. USA, V.94, No 10,(1997),4828--4835.
Van de Vorst, ELB, Kant, AR, Van de Molengraft, MJG, Kok, JJ,
Van Campen, DH
Stabilization of periodic solutions of nonlinear mechanical
systems: Controllability and stability.
J. of Vibration and Control, V.4, 1998, 277-296.
J2. Nonconventional control goals (Stochastic control, tracking,
control of entropy, dimension, etc.)
Antoniou, I., Bosco, F.
Probabilistic control of chaos through small perturbations.
Chaos, Solitons, Fractals, V.11,(2000), No 1-3, 359--371.
Basso, M, Genesio, R, Stanghini, M, Tesi, A
Subharmonic control of chaos with application to a CO2 laser
Chaos Solitons & Fractals, V.8, 1997, 1449-1460.
Bollt, EM
Controlling chaos and the inverse Frobenius-Perron problem:
Global stabilization of arbitrary invariant measures.
Int. J. Bifurcation Chaos, V.10 (2000), No 5, 1033--1050.
Bunner, MJ
The control of high-dimensional chaos in time-delay systems to
an arbitrary goal dynamics
Chaos, V.9, 1999, 233-237.
Gora, P Boyarsky, A
A new approach to controlling chaotic systems.
Physica D, V.111 (1998), No 1-4, 1--15.
Fouladi, A, Valdivia, JA
Period control of chaotic systems by optimization.
Phys. Rev. E, V.55, 1997, 1315-1320.
Hardy, Y, Steeb, WH, Villet, CM
Stabilization of chaotic systems with phase coupling
Zeitschrift Fur Naturforschung Section A-a Journal
Of Physical Sciences, V.55, 2000, 847-850.
Park J., Kim J., Cho S.H., Han K.H., Yi C.K., Jin G.T.
Development of sorbent manufacturing technology by agitation
fluidized bed granulator.
Korean J. Chem. Eng. v.16 (1999),No5, 659--663.
Ravindra, B, Hagedorn, P
Invariants of chaotic attractor in a nonlinearly damped system.
J. of Applied Mechanics- Trans. ASME, V.65, 1998, 875-879.
Schwartz I.B. and I. Triandaf,
Tracking unstable orbits in experiments: A new continuation method,
Phys. Rev. A, 46, pp. 7439-7444, 1992.
Schwartz, I.B., Carr, TW, Triandaf, I
Tracking controlled chaos: Theoretical foundations and applications
Chaos, V.7, 1997, 664-679.
Schwartz I.B. and Triandaf I. Tracking sustained chaos.
Intern. J. Bifurcation Chaos, V.10 (2000), 571--578.
van de Water, W, de Weger, J
Failure of chaos control
Physical Review E, V.62, 2000, 6398-6408.
Zochowski, M, Liebovitch, LS
Synchronization of the trajectory as a way to control the dynamics
of a coupled system
Physical Review E, V.56, 1997, 3701-3704.
J3. Targeting
Baptista, MS, Caldas, IL
Easy-to-implement method to target nonlinear systems
Chaos, V.8, 1998, 290-299.
Liu, ZG, Chen, SG
Directing nonlinear dynamic systems to any desired orbit
Physical Review E, V.55, 1997, 199-204.
Macau, EEN
Targeting in chaotic scattering
Physical Review E, V.57, 1998, 5337-5346.
Paskota, M, Lee, HWJ
Targeting moving targets in chaotic dynamical systems
Chaos Solitons & Fractals, V.8, 1997, 1533-1544.
Paskota, M, Mees, AI, Teo, KL
Directing orbits of chaotic systems in the presence of noise:
Feedback correction
Dynamics And Control, V.7, 1997, 25-47.
Ramaswamy, R, Sinha, S, Gupte, N
Targeting chaos through adaptive control
Physical Review E, V.57, 1998, R2507-R2510.
Schroer, CG, Ott, E
Targeting in Hamiltonian systems that have mixed
regular/chaotic phase spaces
Chaos, V.7, 1997, 512-519.
J4.Identification
Bunner MJ, Ciofini M, Giaquinta A, Hegger R, Kantz H, Meucci R, Politi A,
Reconstruction of systems with delayed feedback: I. Theory
European Physical Journal D, V.10, 2000, 165-176.
Huijberts, H, Nijmeijer, H., Willems, R
System identification in communication with chaotic systems
IEEE Trans. Circ. Syst. I, V.47 (2000) No 6, 800--808.
Maybhate, A, Amritkar, RE
Dynamic algorithm for parameter estimation and its applications.
Phys. Rev. E, V.61, 2000, 6461-6470.
Petrick, MH, Wigdorowitz, B
A priori nonlinear model structure selection for system
identification.
Control Eng. Practice, V.5, 1997, 1053-1062.
Poznyak, AS Yu, W Sanchez, EN
Identification and control of unknown chaotic systems via
dynamic neural networks.
IEEE Trans. Circ. Syst. I, V.46 (1999), No 12, 1491--1495.
J5. Implementation of chaos control (hardware and software)
Galias, Z, Murphy, CA, Kennedy, MP, Ogorzalek, MJ
Electronic chaos controller
Chaos Solitons & Fractals, V.8, 1997, 1471-1484.
Gutierrez, JM, Iglesias, A
Mathematica package for analysis and control of chaos in
nonlinear systems
Computers In Physics, V.12, 1998, 608-619.
Ogorzaek M. J.
Design Considerations for Electronic Chaos Controllers,
Chaos, Solitons, & Fractals, V.9, Iss 1-2,1998, 295-306.
Petrov, V, Haaning, A, Muehlner, KA, Van Hook, SJ, Swinney, HL
Model-independent nonlinear control algorithm with application
to a liquid bridge experiment
Physical Review E, V.58, 1998, 427-433.
Senesac, LR, Blass, WE, Chin, G, Hillman, JJ, Lobell, JV (1999C2)
Controlling chaotic systems with occasional proportional feedback
Review Of Scientific Instruments, V.70, 1999, 1719-1724.
J6. Chaos in control systems
Alvarez J, Curiel, E, Verduzco, F
Complex dynamics in classical control systems
Systems & Control Letters, V.31, 1997, 277-285.
Alvarez, J, Curiel, LE
Bifurcations and chaos in a linear control system with
saturated input
International Journal Of Bifurcation And Chaos, V.7, 1997, 1811-1822.
Anderson, JS, Shvartsman, SY, Flatgen, G, Kevrekidis, IG,
Rico-Martinez, R, Krischer, K
Adaptive method for the experimental detection of instabilities
Physical Review Letters, V.82, 1999, 532-535.
Arrowsmith, DK, Ramsden, P
Sensitive dependence in control systems and reachable sets
Dynamics And Stability Of Systems, V.12, 1997, 213-239
Baillieul J., R. W. Brockett and R. B. Washburn,
``Chaotic motion in nonlinear feedback systems,''
IEEE Trans. on Circ. Sys., 27, pp. 990-997, 1980.
Barry, N
Analysis of pulse width modulated systems and their saturated modes of
oscillation
Transactions Of The Institute Of Measurement And Control, V.20, 1998,
154-160.
Bollt, EM
Controlling chaos and the inverse Frobenius-Perron problem:
Global stabilization of arbitrary invariant measures.
Int. J. Bifurcation Chaos, V.10 (2000), No 5, 1033--1050.
Chan, WCY, Tse, CK
Bifurcations in current-programmed DC/DC buck switching
regulators - Conjecturing a universal bifurcation path
International Journal Of Circuit Theory And Applications,
V.26, 1998, 127-145.
Chen, GR, Lu, JL, Nicholas, B, Ranganathan, SM
Bifurcation dynamics in discrete-time delayed-feedback control systems
International Journal Of Bifurcation And Chaos, V.9, 1999, 287-293.
Dolnik, M, Banks, AS, Epstein, IR
Oscillatory chemical reaction in a CSTR with feedback control of flow rate
Journal Of Physical Chemistry A, V.101, 1997, 5148-5154.
Enikov, E, Stepan, G
Microchaotic motion of digitally controlled machines
Journal Of Vibration And Control, V.4, 1998, 427-443.
Ge, ZM, Chen, HH
Double degeneracy and chaos in a rate gyro with feedback control
Journal Of Sound And Vibration, V.209, 1998, 753-769.
Gray, GL, Mazzoleni, AP, Campbell, DR
Analytical criterion for chaotic dynamics in flexible
satellites with nonlinear controller damping
Journal Of Guidance Control And Dynamics, V.21, 1998, 558-565.
Hayashi, S, Hayase, T, Kurahashi, T
Chaos in a hydraulic control valve
Journal Of Fluids And Structures, V.11, 1997, 693-716.
Kaplan, BZ, Sarafian, G
Employing chaos tools and methods in magnetic levitation
IEE Proceedings - Science Measurement And Technology, V.146, 1999, 15-20.
Lankalapalli, S, Ghosal, A
Chaos in robot control equations
International Journal Of Bifurcation And Chaos, V.7, 1997, 707-720.
Luna-Rivera, M, Femat, R
Frequency analysis of controlled chaotic systems
Revista Mexicana De Fisica, V.46, 2000, 429-439.
Mackey M.C., Glass L. Oscillation and chaos in
physiological control systems, Science 197 (1977) 287-280.
Mareels I. M. Y. and R. R. Bitmead,
``Non-linear dynamics in adaptive control: chaotic and
periodic stabilization,''
Automatica, 22, pp. 641-655, 1986.
Mareels I. M. Y. and R. R. Bitmead,
``Non-linear dynamics in adaptive control: chaotic and
periodic stabilization - II: analysis,''
Automatica, 24, pp. 485-497, 1988.
Postnikov, NS
Stochasticity of relay systems with hysteresis
Automation And Remote Control, V.59, 1998, 349-358.
Vincent, TL
Control using chaos
IEEE Control Systems Magazine, V.17, 1997, 65-76.
Watanabe, N
Bifurcations and chaos in a refuse combustion control system
Kagaku Kogaku Ronbunshu, V.24, 1998, 471-475.
Watanabe, N
Analysis of chaotic time series data in refuse combustion
control system
Kagaku Kogaku Ronbunshu, V.25, 1999, 539-542.
Yagasaki, K
Codimension-two bifurcations in a pendulum with feedback control
International Journal Of Non-linear Mechanics, V.34, 1999, 983-1002.
Yu, XH
Discretization effect on a sliding mode control system with
bang-bang type switching
International Journal Of Bifurcation And Chaos, V.8, 1998, 1245-1257.
Yu, XH
Bifurcation and chaotic behaviors in a discrete variable
structure system with unbounded control magnitude
International Journal Of Bifurcation And Chaos, V.7, 1997, 1897-1905.
==================
K. APPLICATIONS IN SCIENCE
K1. Physics
K1.1. General Physics
Bewley, TR
Linear control and estimation of nonlinear chaotic convection:
Harnessing the butterfly effect
Physics Of Fluids, V.11, 1999, 1169-1186.
Dennin, M
Temporal modulation of the control parameter in electroconvection in the
nematic liquid crystal I52
Physical Review E, V.62, 2000, 7842-7847.
Fang, JQ, Chen, GR
Approximation analytical solution for a current-carrying ion
sheath and its chaos control
Acta Physica Sinica - Overseas Edition, V.8, 1999, 526-532.
Howle, LE
Active control of Rayleigh-Benard convection
Physics Of Fluids, V.9, 1997, 1861-1863.
Kolodner, P, Flatgen, G, Kevrekidis, IG
Controlling dispersive chaos in binary-fluid convection
Physical Review Letters, V.83, 1999, 730-733.
Mendes, RV
Active control of ionized boundary layers
International Journal Of Bifurcation And Chaos, V.8, 1998, 2449-2455.
Rateitschak, K, Klages, R, Hoover, WG
The Nose-Hoover thermostated Lorentz gas
Journal Of Statistical Physics, V.101, 2000, 61-77.
Rozman, MG, Urbakh, M, Klafter, J
Atomic scale friction: from basic characteristics to control
Physica A, V.266, 1999, 272-279.
Xiao, JH, Hu, G, Gao, JH
Turbulence control and synchronization and controllable pattern
formation
International Journal Of Bifurcation And Chaos, V.10, 2000, 655-660.
Zhang, GC, Shen, JL, Dai, JH, Zhang, HJ
Cooling charged particles in a Paul trap by feedback control
Physical Review A, V.60, 1999, 704-707.
K1.2. Lasers and Optics
Amroun, D, Kellou, A, Ameur, KA, Dupray, V, Sanchez, F
Suppression of self-pulsing in Er-doped fibre lasers with
electronic control
Journal Of Modern Optics, V.47, 2000, 1247-1252.
Basso, M, Genesio, R, Tesi, A
Controller design for extending periodic dynamics of a
chaotic CO2 laser
Systems & Control Letters, V.31, 1997, 287-297.
Benkler, E, Kreuzer, M, Neubecker, R, Tschudi, T
Noninvasive experimental control of beam profiles in nonlinear optics
Journal Of Optics A-pure And Applied Optics, V.2, 2000, 303-309.
Bugaychuk, S, Khizhnyak, A
Optical control of the four-wave mixing dynamic grating structure
in photorefractive media
Journal Of Optics B - Quantum And Semiclassical Optics, V.2, 2000, 451-456.
Ciofini, M, Labate, A, Meucci, R
Tracking unstable periodic orbits in a modulated laser
Physics Letters A, V.227, 1997, 31-36.
Ciofini, M, Labate, A, Meucci, R, Galanti, M
Stabilization of unstable fixed points in the dynamics of a
laser with feedback. Physical Review E, V.60, 1999, 398-402.
Dykstra, R, Tang, DY, Heckenberg, NR
Experimental control of single-mode laser chaos by using
continuous, time-delayed feedback
Physical Review E, V.57, 1998, 6596-6598.
Gauthier, DJ
Controlling lasers by use of extended time-delay autosynchronization
Optics Letters, V.23, 1998, 703-705.
Glorieux, P
Control of chaos in lasers by feedback and nonfeedback methods
International Journal Of Bifurcation And Chaos, V.8, 1998, 1749-1758.
Gu, CM, Shen, K
Controlling chaos with optical feedback in a Q switching CO2 laser
Acta Physica Sinica-overseas Edition, V.8, 1999, 733-738.
Harkness, GK, Oppo, GL, Benkler, E, Kreuzer, M, Neubecker, R, Tschudl, T
Fourier space control in an LCLV feedback system
Journal Of Optics B-quantum And Semiclassical Optics, V.1, 1999, 177-182.
Heil, T, Fischer, I, Elsasser, W
Influence of amplitude-phase coupling on the dynamics of semiconductor
lasers subject to optical feedback
Physical Review A, V.60, 1999, 634-641.
Hochheiser, D, Moloney, JV, Lega, J
Controlling optical turbulence
Physical Review A, V.55, 1997, R4011-R4014.
Hohl, A, Gavrielides, A
Experimental control of a chaotic semiconductor laser
Optics Letters, V.23, 1998, 1606-1608.
Jones, RJ, Spencer, PS, Shore, KA
Controlling chaos in a semiconductor laser by external optical
injection
IEE Proceedings - Optoelectronics, V.147, 2000, 67-70.
Kim, CB, Hong, KS
Control of chaos in free-electron laser
Nuclear Instruments & Methods In Physics Research Section A-
Accelerators Spectrometers Detectors And Associated Equipment,
V.403, 1998, 161-170.
Kuwashima, F, Ichikawa, T, Kitazima, I, Iwasawa, H
Chaotic oscillation in a single-mode class A He-Ne laser
(6328 angstrom) II
Japanese Journal Of Applied Physics Part 1-regular Papers
Short Notes & Review Papers, V.38, 1999, 6321-6326.
Labate, A, Ciofini, M, Meucci, R
Controlling quasiperiodicity in a CO2 laser with delayed feedback
Physical Review E, V.57, 1998, 5230-5236.
Levy, G, Hardy, AA
Control and suppression of chaos infrared laser systems:
A numerical analysis
IEEE Journal Of Quantum Electronics, V.34, 1998, 1-6.
Liu, Y, Davis, P
Adaptive mode selection based on chaotic search in a
Fabry-Perot laser diode
International Journal Of Bifurcation And Chaos, V.8, 1998, 1685-1691.
Loiko, NA, Naumenko, AV, Turovets, SI, Spencer, PS, Shore, KA
Control of external-cavity semiconductor laser dynamics
using electrical self-heterodyne feedback
Quantum And Semiclassical Optics, V.9, 1997, 853-866.
Loiko, NA, Naumenko, AV, Turovets, SI
Effect of Pyragas feedback on the dynamics of a Q-switched laser
Journal Of Experimental And Theoretical Physics, V.85, 1997, 827-834.
Loskutov, AY, Mushenkov, AV, Odintsov, AI, Fedoseev, AI, Fedyanovich, AV
Chaotic lasing regimes in the unstable cavity of an inhomogeneously
pumped fast-flow laser
Quantum Electronics, V.29, 1999, 965-969.
Lu, WP, Yu, DJ, Harrison, RG
Instabilities and tracking of travelling wave patterns in a
three-level laser
International Journal Of Bifurcation And Chaos, V.8, 1998, 1769-1775.
Lynch, S, Steele, AL
Controlling chaos in nonlinear optical resonators
Chaos Solitons & Fractals, V.11, 2000, 721-728.
Mamaev, AV, Saffman, M
Selection of unstable patterns and control of optical
turbulence by Fourier plane filtering
Physical Review Letters, V.80, 1998, 3499-3502.
Meucci, R, Labate, A, Ciofini, M
Experimental techniques for controlling chaos in lasers
International Journal Of Bifurcation And Chaos, V.8, 1998, 1759-1768.
Moloney, JV
Spontaneous generation of patterns and their control in nonlinear
optical systems
Journal Of Optics B-quantum And Semiclassical Optics,
V.1, 1999, 183-190.
Naumenko, AV, Loiko, NA, Turovets, SI, Spencer, PS, Shore, KA
Bias current impulsive feedback control of nonlinear dynamics
in external cavity laser diodes
Electronics Letters, V.34, 1998, 181-182.
Naumenko, AV, Loiko, NA, Turovets, SI, Spencer, PS, Shore, KA
Control of periodic orbits and steady states in external cavity
laser diodes using impulsive electronic feedback.
Journal Of Modern Optics, V.45, 1998, 1199-1210.
Naumenko, AV, Loiko, NA, Turovets, SI, Spencer, PS, Shore, KA
Chaos control in external cavity laser diodes using electronic
impulsive delayed feedback
International Journal Of Bifurcation And Chaos, V.8, 1998, 1791-1799.
Ohtsubo, J
Feedback induced instability and chaos in semiconductor lasers
and their applications
Optical Review, V.6, 1999, 1-15.
Oppo, GL, Martin, R, Scroggie, AJ, Harkness, GK, Lord, A, Firth, WJ
Control of spatio-temporal complexity in nonlinear optics
Chaos Solitons & Fractals, V.10, 1999, 865-874.
Pisarchik, AN, Goswami, BK
Annihilation of one of the coexisting attractors in a bistable system
Physical Review Letters, V.84, 2000, 1423-1426.
Pisarchik, AN, Meucci, R, Arecchi, FT
Discrete homoclinic orbits in a laser with feedback
Physical Review E, V.62, 2000, 8823-8825.
Ramos, RV, Souza, RF
Controlling chaos in a nonlinear fiber ring resonator using fuzzy logic
Microwave And Optical Technology Letters, V.21, 1999, 378-380.
Rotaru, AK, Tronchu, VZ
Control of quasiparticle self-fluctuations in a CuCl crystal
Physics Of The Solid State, V.41, 1999, 1778-1782.
Sergeyev, SV, Krylov, GG
Dynamics operations and chaos control for an anisotropic
A-class laser with a saturable absorber
Optics Communications, V.139, 1997, 270-286.
Simmendinger, C, Munkel, M, Hess, O
Controlling complex temporal and spatio-temporal dynamics in
semiconductor lasers
Chaos Solitons & Fractals, V.10, 1999, 851-864.
Simmendinger, C, Preisser, D, Hess, O
Stabilization of chaotic spatiotemporal filamentation in large
broad area lasers by spatially structured optical feedback
Optics Express, V.5, 1999, 48-54.
Sukow, DW, Gauthier, DJ
Entraining power-dropout events in an external-cavity semiconductor
laser using weak modulation of the injection current
IEEE Journal Of Quantum Electronics, V.36, 2000, 175-183.
Tronciu, VZ, Rotaru, AH
Dynamic optical bistability, switching and control of
self-pulsations of excitons and biexcitons
Physica Status Solidi B-basic Research, V.212, 1999, 383-393.
Uchida, A, Sato, T, Takeoka, M, Kannari, F
Suppression of chaotic oscillations in a diode-bumped
microchip laser with frequency-shifted optical feedback
Japanese Journal Of Applied Physics Part 2-letters, V.36, 1997, L912-L915.
Uchida, A, Sato, T, Kannari, F
Suppression of chaotic oscillations in a microchip laser
by injection of a new orbit into the chaotic attractor
Optics Letters, V.23, 1998, 460-462.
Uchida, A, Sato, T, Ogawa, T, Kannari, F
Nonfeedback control of chaos in a microchip solid-state laser by
internal frequency resonance
Physical Review E, V.58, 1998, 7249-7255.
Uchida, A, Sato, T, Ogawa, T, Kannari, F
Characteristics of transients among periodic attractors
controlled by high-frequency injection in a chaotic laser diode
IEEE Journal Of Quantum Electronics, V.35, 1999, 1374-1381.
K1.3. Physics of Plasma
Buti, B
Control of chaos in dusty plasmas
Physics Letters A, V.235, 1997, 241-247.
Buti, B
Chaos in magnetoplasmas
Nonlinear Processes In Geophysics, V.6, 1999, 129-143.
Caldas, IL, Heller, MVAP, Castro, RM, Silva, EC
Plasma turbulence in tokamaks
Physica A, V.257, 1998, 341-346.
Friedel, H, Grauer, R, Spatschek, KH
Controlling chaotic states of a Pierce diode
Physics Of Plasmas, V.5, 1998, 3187-3194.
Ghorui, S, Sahasrabudhe, SN, Murthy, PSS, Das, AK, Venkatramani, N
Experimental evidence of chaotic behavior in atmospheric pressure
arc discharge
IEEE Transactions On Plasma Science, V.28, 2000, 253-260.
Gravier, E, Caron, X, Bonhomme, G, Pierre, T
Control of the chaotic regimes of nonlinear drift-waves in a
magnetized laboratory plasma
Physics Of Plasmas, V.6, 1999, 1670-1673.
Gravier, E, Caron, X, Bonhomme, G, Pierre, T, Briancon, JL
Dynamical study and control of drift waves in a magnetized
laboratory plasma
European Physical Journal D, V.8, 2000, 451-457.
Krahnstover, N, Klinger, T, Greiner, F, Piel, A
Controlling chaos in the Pierce diode
Physics Letters A, V.239, 1998, 103-108.
Mausbach, T, Klinger, T, Piel, A
Chaos and chaos control in a strongly driven thermionic plasma diode
Physics Of Plasmas, V.6, 1999, 3817-3823.
Piel, A, Greiner, F, Klinger, T, Krahnstover, N, Mausbach, T
Chaos and chaos control in plasmas
Physica Scripta, V.T84, 2000, 128-131.
Sen, AK
Control and diagnostic uses of feedback
Physics Of Plasmas, V.7, 2000, 1759-1766.
K1.4. Quantum Physics
Bharucha, CF, Robinson, JC, Moore, FL, Sundaram, B, Niu, Q, Raizen, MG
Dynamical localization of ultracold sodium atoms
Physical Review E, V.60, 1999, 3881-3895.
Cao, JC, Liu, HC, Lei, XL
Chaotic dynamics in quantum-dot miniband superlattices
Physical Review B, V.61, 2000, 5546-5555.
Deutsch, IH, Alsing, PM, Grondalski, J, Gose, S, Haycock, DL, Jessen, PS
Quantum transport in magneto-optical double-potential wells
Journal Of Optics B-quantum And Semiclassical Optics, V.2, 2000, 633-644.
Jost, R
Magnetic field control of molecular dissociation energies
International Journal Of Quantum Chemistry, V.64, 1997, 571-580.
Juang, C, Wang, JY, Juang, J
Controlling chaotic behavior of heavy to light hole mixing
tunneling by external electric fields
IEEE Journal Of Quantum Electronics, V.33, 1997, 1345-1349.
Lloyd, S, Slotine, JJE
Quantum feedback with weak measurements - art. no. 012307
Physical Review A, V.6201, 2000, 2307-+.
Pastawski, HM, Usaj, G, Iglesias, RA, Levstein, PR
Occurrence of dynamic irreversibility in multi-body quantum
systems: A test employing nuclear magnetic resonance
Revista Mexicana De Fisica, V.44, 1998, 1-6.
Poyatos, JF, de Polavieja, GG
Controlling quantum transport by state synthesis in ion traps
Physical Review Letters, V.83, 1999, 3166-3169.
Rice, SA
Active control of molecular dynamics: Coherence versus chaos
Journal Of Statistical Physics, V.101, 2000, 187-212.
Riedel, K, Torma, P, Savichev, V, Schleich, WP
Control of dynamical localization by an additional quantum degree
of freedom
Physical Review A, V.59, 1999, 797-802.
Sato, M, Uwaha, M, Saito, Y
Control of chaotic wandering of an isolated step by the
drift of adatoms
Physical Review Letters, V.80, 1998, 4233-4236.
Tuzun, RE, Sohlberg, K, Noid, DW, Sumpter, BG
Docking envelopes for the assembly of molecular bearings
Nanotechnology, V.9, 1998, 37-48.
K2. Mechanics
Barratt, C
On the control of chaos in extended structures
Journal Of Vibration And Acoustics-
Transactions Of The ASME, V.119, 1997, 551-556.
Bishop, SR, Xu, D
The use of control to eliminate subharmonic and chaotic
impacting motions of a driven beam
Journal Of Sound And Vibration, V.205, 1997, 223-234.
Bishop, SR, Wagg, DJ, Xu, D
Use of control to maintain period-1 motions during wind-up or
wind-down operations of an impacting driven beam
Chaos Solitons & Fractals, V.9, 1998, 261-269.
Chen, LQ, Cheng, CJ
Controlling chaotic oscillations of viscoelastic plates by the
linearization via output feedback
Applied Mathematics And Mechanics- English Edition, V.20, 1999, 1324-1330.
Christini, DJ, In, V, Spano, ML, Ditto, WL, Collins, JJ
Real-time experimental control of a system in its chaotic
and nonchaotic regimes
Physical Review E, V.56, 1997, R3749-R3752.
Davoust, L, Moreau, R, Bolcato, R
Control by a magnetic field of the instability of a Hadley
circulation in a low-Prandtl-number fluid
European Journal Of Mechanics B - Fluids, V.18, 1999, 621-634.
Ge, ZM, Lin, TN
Regular and chaotic dynamic analysis and control of chaos of an
elliptical pendulum on a vibrating basement
Journal Of Sound And Vibration, V.230, 2000, 1045-1068.
Heertjes, MF, Van de Molengraft, MJG
Controlling the nonlinear dynamics of a beam system
Chaos Solitons & Fractals, V.12, 2001, 49-66.
Hubbard, JH
The forced damped pendulum: Chaos, complication and control
American Mathematical Monthly, V.106, 1999, 741-758.
Ilarraza-Lomel, A, Arizmendi, CM, Salas-Brito, AL
Controlling a leaky tap
Physics Letters A, V.259, 1999, 115-128.
Kaart, S, Schouten, JC, van den Bleek, CM
Synchronizing chaos in an experimental chaotic pendulum using
methods from linear control theory
Physical Review E, V.59, 1999, 5303-5312.
Kaplan, BZ, Sarafian, G
Control strategy for stabilising magnetic levitation
Electronics Letters, V.33, 1997, 1960-1961.
Lenci, S
On the suppression of chaos by means of bounded excitations
in an inverted pendulum
SIAM Journal On Applied Mathematics, V.58, 1998, 1116-1127.
Lenci, S, Rega, G
Controlling nonlinear dynamics in a two-well impact system.
I. Attractors and bifurcation scenario under symmetric excitations
International Journal Of Bifurcation And Chaos, V.8, 1998, 2387-2407.
Lenci, S, Rega, G
Controlling nonlinear dynamics in a two-well impact system.
II. Attractors and bifurcation scenario under unsymmetric
optimal excitation
International Journal Of Bifurcation And Chaos, V.8, 1998, 2409-2424.
Lenci, S, Rega, G
Numerical control of impact dynamics of inverted pendulum
through optimal feedback strategies
Journal Of Sound And Vibration, V.236, 2000, 505-527.
Lopez, JM, Marques, F, Shen, J
Endwall effects in a periodically forced centrifugally unstable flow
Fluid Dynamics Research, V.27, 2000, 91-108.
Pinto, OC, Goncalves, PB
Non-linear control of buckled beams under step loading
Mechanical Systems And Signal Processing, V.14, 2000, 967-985.
Ravindra, B, Mallik, AK
Dissipative control of chaos in non-linear vibrating systems
Journal Of Sound And Vibration, V.211, 1998, 709-715.
Rozman, MG, Urbakh, M, Klafter, J
Controlling chaotic frictional forces
Physical Review E, V.57, 1998, 7340-7343.
Shew, WL, Coy, HA, Lindner, JF
Taming chaos with disorder in a pendulum array
American Journal Of Physics, V.67, 1999, 703-708.
Shinbrot, T, Bresler, L, Ottino, JM
Manipulation of isolated structures in experimental chaotic
fluid flows
Experimental Thermal And Fluid Science, V.16, 1998, 76-83.
Thambu, R, Babinchak, BT, Ligrani, PM, Hedlund, CR, Moon, HK, Glezer, B
Flow in a simple swirl chamber with and without controlled
inlet forcing
Experiments In Fluids, V.26, 1999, 347-357.
Thomas, KI, Ambika, G
Suppression of Smale horseshoe structure via secondary
perturbations in pendulum systems
Pramana-journal Of Physics, V.52, 1999, 375-387
Vincent, TL, Mees, AI
Controlling a bouncing ball
International Journal Of Bifurcation And Chaos, V.10, 2000, 579-592.
Wiener, RJ, Dolby, DC, Gibbs, GC, Squires, B, Olsen, T, Smiley, AM
Control of chaotic pattern dynamics in Taylor vortex flow
Physical Review Letters, V.83, 1999, 2340-2343.
Yagasaki, K
Dynamics of a pendulum with feedforward and feedback control
JSME International Journal Series C- Mechanical Systems
Machine Elements And Manufacturing, V.41, 1998, 545-554.
Yagasaki, K, Yamashita, S
Controlling chaos using nonlinear approximations for a pendulum with
feedforward and feedback control
International Journal Of Bifurcation And Chaos, V.9, 1999, 233-241.
Yuen, PK, Bau, HH
Optimal and adaptive control of chaotic convection - Theory and
experiments. Physics Of Fluids, V.11, 1999, 1435-1448.
Zhang, Y, Hu, SQ, Du, GH
Chaos synchronization of two parametrically excited pendulums
Journal Of Sound And Vibration, V.223, 1999, 247-254.
K3. Chemistry
Amemiya, T, Yamamoto, T, Ohmori, T, Yamaguchi, T
Electrochemical control of bifurcation points for stochastic resonance
in a model of the photosensitive Belousov-Zhabotinsky reaction
Macromolecular Symposia, V.160, 2000, 1-6.
Davies, ML, Halford-Maw, PA, Hill, J, Tinsley, MR, Johnson, BR,
Scott, SK, Kiss, IZ, Gaspar, V
Control of chaos in combustion reactions
Journal Of Physical Chemistry A, V.104, 2000, 9944-9952.
Guderian, A, Munster, AF, Kraus, M, Schneider, FW
Electrochemical chaos control in a chemical reaction:
Experiment and simulation
Journal Of Physical Chemistry A, V.102, 1998, 5059-5064.
Guderian, A, Munster, AF, Jinguji, M, Kraus, M, Schneider, FW
Resonant chaos control by light in a chemiluminescent reaction
Chemical Physics Letters, V.312, 1999, 440-446.
Kiss, IZ, Gaspar, V, Nyikos, L, Parmananda, P
Controlling electrochemical chaos in the copper-phosphoric
acid system
Journal Of Physical Chemistry A, V.101, 1997, 8668-8674.
Kiss, IZ, Gaspar, V
Controlling chaos with artificial neural network: Numerical
studies and experiments
Journal Of Physical Chemistry A, V.104, 2000, 8033-8037.
Kiss, IZ, Gaspar, V, Hudson, JL
Experiments on synchronization and control of chaos on coupled
electrochemical oscillators
Journal Of Physical Chemistry B, V.104, 2000, 7554-7560.
Kol'tsova EM, Gordeev LS, Korchagin EY, et al.
Control of chaos in chemical systems (for the process of
crystallization as an example)
Russian Journal of Physical Chemistry, 74: S78-S84 Suppl. 1 2000
Parmananda, P, Madrigal, R, Rivera, M, Nyikos, L, Kiss, IZ, Gaspar, V
Stabilization of unstable steady states and periodic orbits in
an electrochemical system using delayed-feedback control
Physical Review E, V.59, 1999, 5266-5271.
Parmananda, P, Rivera, M, Madrigal, R
Altering oscillatory dynamics of an electrochemical system
using external forcing
Electrochimica Acta, V.44, 1999, 4677-4683.
Parmananda, P, Eiswirth, M
Suppression of chemical turbulence using feedbacks and forcing
Journal Of Physical Chemistry A, V.103, 1999, 5510-5514.
Parmananda, P, Rivera, M, Madrigal, R, Kiss, IZ, Gaspar, V
Resonant control of electrochemical oscillations
Journal Of Physical Chemistry B, V.104, 2000, 11748-11751.
Petrov, V, Showalter, K
Nonlinear prediction, filtering, and control of chemical
systems from time series
Chaos, V.7, 1997, 614-620.
Rhode, MA, Rollins, RW, Dewald, HD
On a simple recursive control algorithm automated and applied
to an electrochemical experiment
Chaos, V.7, 1997, 653-663.
Rivera M, Madrigal R, Parmananda P, Eiswirth M, Nyikos L, Kiss IZ, Gaspar V
Numerical analysis of spatio-temporal chaos in specially extended systems
and research on chaotic electrodissolution of metals
Revista Mexicana De Fisica, V.46, 2000, 11-15.
Roussel, MR, Wang, JC
Onset and synchronization of complex dynamic behavior in the light-sensitive
Belousov-Zhabotinsky reaction with periodic and nearly periodic switching.
Journal Of Physical Chemistry A, V.104, 2000, 11751-11756.
Song, H, Li, YN, Chen, L, Cai, ZS, Li, YJ, Hou, Z, Zhao, XZ
Controlling Belousov-Zhabotinsky-continuous stirred tank reactor chaotic chemical reaction by discrete and continuous control strategies
PCCP Physical Chemistry Chemical Physics, V.1, 1999, 813-819
Song, H, Li, YN, Chen, L, Cai, ZS, Li, YJ, Hou, Z,
Wu, BX, Zhao, XZ
Experimental controlling the Belousov-Zhabotinsky-
CSTR chemical chaotic reaction
Acta Chimica Sinica, V.57, 1999, 1047-1054.
K4. Biochemistry
Moller, AC, Olsen, LF
Effect of magnetic fields on an oscillating enzyme reaction
Journal Of The American Chemical Society, V.121, 1999, 6351-6354.
K5. Biology
Cavalieri, LF, Kocak, H
Comparative dynamics of three models for host-parasitoid interactions in a patchy environment
Bulletin Of Mathematical Biology, V.61, 1999, 141-155.
Christini, DJ, Collins, JJ
Control of chaos in excitable physiological systems: A geometric analysis
Chaos, V.7, 1997, 544-549.
Doebeli, M, Ruxton, GD
Controlling spatial chaos in metapopulations with long-range
dispersal
Bulletin Of Mathematical Biology, V.59, 1997, 497-515.
Hatze, H
The inverse dynamics problem of neuromuscular control
Biological Cybernetics, V.82, 2000, 133-141.
Sinha, S
Controlling chaos in biology
Current Science, V.73, 1997, 977-983.
K6. Ecology
Gueron, S
Controlling one-dimensional unimodal population maps by
harvesting at a constant rate
Physical Review E, V.57, 1998, 3645-3648.
Shulenburger, L, Lai, YC, Yalcinkaya, T, Holt, RD
Controlling transient chaos to prevent species extinction
Physics Letters A, V.260, 1999, 156-161.
Sole, RV, Gamarra, JGP, Ginovart, M, Lopez, D
Controlling chaos in ecology: From deterministic to
individual-based models
Bulletin Of Mathematical Biology, V.61, 1999, 1187-1207.
Suarez, I
Mastering chaos in ecology
Ecological Modelling, V.117, 1999, 305-314.
K7. Economics and Finance
Ahmed, E, Agiza, HN, Hassan, SZ
On modelling advertisement in Cournot duopoly
Chaos Solitons & Fractals, V.10, 1999, 1179-1184.
Ahmed, E, El-Misiery, A, Agiza, HN
On controlling chaos in an inflation-unemployment dynamical system
Chaos Solitons & Fractals, V.10, 1999, 1567-1570.
Bacsi, Z, Vizvari, B
Modelling chaotic behaviour in agricultural prices using a
discrete deterministic nonlinear price model
Annals Of Operations Research, V.89, 1999, 125-148.
Behrens, DA, Feichtinger, G, Prskawetz, A
Complex dynamics and control of arms race
European Journal Of Operational Research, V.100, 1997, 192-215.
Bouali, S
Feedback loop in extended Van der Pol's equation applied to an
economic model of cycles
International Journal Of Bifurcation And Chaos, V.9, 1999, 745-756.
Holyst, JA, Hagel, T, Haag, G
Destructive role of competition and noise for control of
microeconomical chaos
Chaos Solitons & Fractals, V.8, 1997, 1489-1505.
Holyst, JA, Urbanowicz, K
Chaos control in economical model by time-delayed feedback method
Physica A, V.287, 2000, 587-598.
Kaashoek, JF, Paelinck, JHP
Potentialised partial differential equations in economic
geography and spatial economics: Multiple dimensions and
control
Acta Applicandae Mathematicae, V.51, 1998, 1-23.
Katzorke, I, Pikovsky, A
Chaos and complexity in a simple model of production dynamics
Discrete Dynamics In Nature And Society, V.5, 2000, 179-+.
Levi, P, Schanz, M, Avrutin, V
Modeling and analysis of a simple manufacturing-oriented multi-agent system
Discrete Dynamics In Nature And Society, V.5, 2000, 35-45.
K8. Geology
Schellnhuber, HJ, Kropp, J
Geocybernetics: Controlling a complex dynamical system under uncertainty
Naturwissenschaften, V.85, 1998, 411-425.
Yang, L, Zhang, XJ, Li, YM
Control nonlinear inversion of seismic traces
Chinese Journal Of Geophysics-chinese Edition, V.42, 1999, 677-684.
K9. Psychology
Roberts, S, Eykholt, R, Thaut, MH
Analysis of correlations and search for evidence of deterministic
chaos in rhythmic-motor control by the human brain
Physical Review E, V.62, 2000, 2597-2607.
Ullal, GR, Dasgupta, C, Biswal, B
Chaos control and neural network - Modelling of epilepsy.
Epilepsia, V.40, 1999, 208-208.
Velazquez, JLP, Khosravani, H, Lozano, A, Bardakjian, BL,
Carlen, PL, Wennberg, R
Type III intermittency in human partial epilepsy
European Journal Of Neuroscience, V.11, 1999, 2571-2576.
K10. Medicine
Brandt, ME, Shih, HT, Chen, GR
Linear time-delay feedback control of a pathological
rhythm in a cardiac conduction model
Physical Review E, V.56, 1997, R1334-R1337.
M.E.Brandt and G.Chen (1999)
Delay Feedback Control of Cardiac Activity Models.
In: Controlling Chaos and Bifurcations in Engineering Systems
/Ed. G.Chen, CRC Press, pp.325-346.
Brandt, ME, Chen, GR
Time-delay feedback control of complex pathological rhythms in an
atrioventricular conduction model
International Journal Of Bifurcation And Chaos, V.10, 2000, 2781-2784.
DiBona, GF, Jones, SY, Sawin, LL
Chaotic behavior of renal sympathetic nerve activity: effect of
baroreceptor denervation and cardiac failure
American Journal Of Physiology-renal Physiology, V.279, 2000, F491-F501.
Ditto, WL, Spano, ML, In, V, Neff, J, Meadows, B, Langberg, JJ,
Bolmann, A, McTeague, K
Control of human atrial fibrillation
International Journal Of Bifurcation And Chaos, V.10, 2000, 593-601.
Dormandy, T
From chaos to coercion: Detention and the control of tuberculosis
Nature, V.405, 2000, 995-996.
Ghezzi, LL, Piccardi, C
PID control of a chaotic system: An application to an
epidemiological model
Automatica, V.33, 1997, 181-191.
Hall, K, Christini, DJ, Tremblay, M, Collins, JJ,
Glass, L, Billette, J
Dynamic control of cardiac alternans
Physical Review Letters, V.78, 1997, 4518-4521.
Kaplan, DT
Time series and the dynamics of demand pacing
Methods Of Information In Medicine, V.39, 2000, 114-117.
Lab, MJ
Fibrillation, chaos and clinical control
Nature Medicine, V.3, 1997, 385-386.
Piccardi, C, Lazzaris, S
Vaccination policies for chaos reduction in childhood epidemics
IEEE Transactions On Biomedical Engineering, V.45, 1998, 591-595.
Rappel, WJ, Fenton, F, Karma, A
Spatiotemporal control of wave instabilities in cardiac tissue
Physical Review Letters, V.83, 1999, 456-459.
Ullal, GR, Dasgupta, C, Biswal, B
Chaos control and neural network - Modelling of epilepsy.
Epilepsia, V.40, 1999, 208-208.
Yambe, T, Nomura, T, Nanka, SS, Kobayashi, SI, Tanaka, A, Yoshizawa, M,
Abe, KI, Tabayashi, K, Takeda, H, Nitta, SI
Continuous monitoring of autonomic nerve information for the
control of an artificial heart
Asaio Journal, V.44, 1998, M696-M699.
Yambe, T, Nanka, S, Kobayashi, S, Tanaka, A, Yoshizawa, M,
Abe, T, Tabayashi, K, Takeda, H, Nitta, S
Vagal nerve activity recording in the awake condition for the control
of an artificial heart system
Artificial Organs, V.23, 1999, 529-531.
Zhang, T, Johns, EJ
Application of chaos theory to determine autonomic influences
on the neural control of the kidney in anaesthetized stroke-
prone spontaneously hypertensive rats (SHRSP)
Journal Of Physiology-london, V.505P, 1997, 114P-114P.
L. APPLICATIONS IN ENGINEERING
L1. General Engineering
Bolotin, YL, Bulavin, VV, Chechkin, AV, Gonchar, VY
A simple nonlinear model for pendular chaotic oscillations of
reactor core barrel
Progress In Nuclear Energy, V.35, 1999, 65-78.
Konishi, K, Kokame, H, Hirata, K
Decentralized delayed-feedback control of an optimal velocity
traffic model
European Physical Journal B, V.15, 2000, 715-722.
Larsen, ER, Morecroft, JDW, Thomsen, JS
Complex behaviour in production-distribution model
European Journal Of Operational Research, V.119, 1999, 61-74.
Paskota, M
On modelling and the control of vibroformers in aluminium
production
Chaos Solitons & Fractals, V.9, 1998, 323-335.
Shahverdiev, EM, Tadaki, S
Instability control in two dimensional traffic flow model
Physics Letters A, V.256, 1999, 55-58.
Ushio, T, Motonaka, N
Controlling chaos in a Hogg-Huberman model of a manufacturing system
IEICE Transactions On Fundamentals Of Electronics
Communications And Computer Sciences, V.E81A, 1998, 1507-1511.
L2. Mechanical Engineering
Ashhab, M, Salapaka, MV, Dahleh, M, Mezic, I
Dynamical analysis and control of microcantilevers
Automatica, V.35, 1999, 1663-1670.
de Bedout, JM, Franchek, MA, Bajaj, AK
Robust control of chaotic vibrations for impacting heat exchanger
tubes in crossflow
Journal Of Sound And Vibration, V.227, 1999, 183-204.
Goodwine, B, Stepan, G
Controlling unstable rolling phenomena
Journal Of Vibration And Control, V.6, 2000, 137-158.
L2.1. Robotics
Matsumura, K
Simulation of moving obstacle avoidance by orbit control using
intermittency chaos
Electronics And Communications In Japan Part III- Fundamental
Electronic Science, V.83, 2000, 19-29.
Nakamura, Y, Suzuki, T, Koinuma, M
Nonlinear behavior and control of a nonholonomic free-joint
manipulator
IEEE Transactions On Robotics And Automation, V.13, 1997, 853-862.
Odagiri, R, Yu, W, Asai, T, Murase, K
Analysis of the scenery perceived by a real mobile robot Khepera
Evolvable Systems: From Biology To Hardware, V.1478, 1998, 295-302.
L2.2. Aerospace
Chen, LQ, Liu, YZ
Controlling chaotic attitude motion of spacecraft by the
input-output linearization.
Zeitschrift Fur Angewandte Mathematik Und Mechanik,
V.80, 2000, 701-704.
Ely, TA, Howell, KC
East-west stationkeeping of satellite orbits with resonant
tesseral harmonics
Acta Astronautica, V.46, 2000, 1-15.
Ge, ZM, Lee, CI, Chen, HH, Lee, SC
Non-linear dynamics and chaos control of a damped satellite
with partially-filled liquid
Journal Of Sound And Vibration, V.217, 1998, 807-825.
Fujii, HA, Ichiki, W, Suda, S, Watanabe, TR
Chaos analysis on librational control of gravity-gradient satellite
in elliptic orbit
Journal Of Guidance Control And Dynamics, V.23, 2000, 145-146.
Tsui, APM, Jones, AJ
The control of higher dimensional chaos: comparative results
for the chaotic satellite attitude control problem
Physica D, V.135, 2000, 41-62.
L3. Electrical Engineering
Abraham, E, Atkin, IL, Wilson, A
Josephson voltage standard by controlling chaos
IEEE Transactions On Applied Superconductivity, V.9, 1999, 4166-4169.
Atkin, IL, Abraham, E
Control of chaos in discrete Josephson transmission lines
IEEE Transactions On Applied Superconductivity, V.7, 1997, 2894-2896.
Batlle, C, Fossas, E, Olivar, G
Stabilization of periodic orbits of the buck converter by
time-delayed feedback
International Journal Of Circuit Theory And Applications,
V.27, 1999, 617-631.
Chen, JH, Chau, KT, Siu, SM, Chan, CC
Experimental stabilization of chaos in a voltage-mode DC drive system
IEEE Trans. Circuits And Systems I, V.47, 2000, 1093-1095.
Das, AK
Arc root dynamics in high power plasma torches - Evidence of chaotic behavior
Pramana-journal Of Physics, V.55, 2000, 873-886.
Elwakil, AS, Kennedy, MP
Systematic realization of a class of hysteresis chaotic oscillators
International J. Circuit Theory And Applications, V.28, 2000, 319-334.
Habel, R, Beige, H
Ferroelectric systems with controlled chaos
International Journal Of Bifurcation And Chaos, V.7, 1997, 199-204.
Habel, R, Beige, H
Control of chaos in ferroelectric systems
Journal Of The Korean Physical Society, V.32, 1998, S15-S18.
Hai, WH, Duan, YW, Pan, LX, Mang, F, Zhu, XW, Shi, L
Stabilizing chaos in the rf-driven Josephson junction
Communications In Theoretical Physics, V.33, 2000, 537-542.
Inaba, N, Nitanai, T
OPF chaos control in a circuit containing a feedback voltage
pulse generator
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.45, 1998, 473-480.
Iu, HHC, Tse, CK
A study of synchronization in chaotic autonomous Cuk DC/DC converters
IEEE Trans. Circuits And Systems I, V.47, 2000, 913-918.
Kal'yanov, EV
Control over oscillations of the chaotic bistable system
Journal Of Communications Technology And Electronics, V.44, 1999, 294-301.
Kaplan, BZ, Sarafian, G
Employing chaos tools and methods in magnetic levitation
IEE Proceedings - Science Measurement And Technology,
V.146, 1999, 15-20.
Kouomou, YC, Woafo, P
Stability and chaos control in electrostatic transducers
Physica Scripta, V.62, 2000, 255-260.
Nakagawa, S, Saito, T
Design and control of RC VCCS 3-D hysteresis chaos generators
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.45, 1998, 182-186.
Poddar, G, Chakrabarty, K, Banerjee, S
Control of chaos in DC-DC converters
IEEE Transactions On Circuits And Systems I -
Fundamental Theory And Applications, V.45, 1998, 672-676.
Srivastava, KN, Srivastava, SC
Elimination of dynamic bifurcation and chaos in power systems
using facts devices
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.45, 1998, 72-78.
Srivastava, KN, Srivastava, SC
Quasi-periodic route to chaos and its control in a power-system model
European Transactions On Electrical Power, V.9, 1999, 241-245.
Sukow, DW, Bleich, ME, Gauthier, DJ, Socolar, JES
Controlling chaos in a fast diode resonator using extended
time-delay autosynchronization: Experimental observations
and theoretical analysis
Chaos, V.7, 1997, 560-576.
Tsubone, T, Saito, T
Stabilizing and destabilizing control for a piecewise-linear
circuit
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.45, 1998, 172-177.
Zhang, WN, Zhang, WD
Chaotic oscillation of a nonlinear power system
Applied Mathematics And Mechanics-english Edition, V.20, 1999, 1175-1182.
L4. Telecommunications
Boccaletti, S, Farini, A, Arecchi, FT
Adaptive synchronization of chaos for secure communication
Physical Review E, V.55, 1997, 4979-4981.
Brucoli, M, Cafagna, D, Carnimeo, L, Grassi, G
Synchronization of hyperchaotic circuits via continuous
feedback control with application to secure communications
International Journal Of Bifurcation And Chaos, V.8, 1998, 2031-2040.
De Oliveira, AG, Jones, AJ
Synchronization of chaotic maps by feedback control and
application to secure communications using chaotic neural networks
International Journal Of Bifurcation And Chaos, V.8, 1998, 2225-2237.
Dolnik, M, Bollt, EM
Communication with chemical chaos in the presence of noise
Chaos, V.8, 1998, 702-710.
Goedgebuer, JP, Larger, L, Porte, H
Optical cryptosystem based on synchronization of hyperchaos
generated by a delayed feedback tunable laser diode
Physical Review Letters, V.80, 1998, 2249-2252.
Huijberts, H, Nijmeijer, H, Willems, R
System identification in communication with chaotic systems
IEEE Trans. Circuits And Systems, I. V.47, 2000, 800-808.
Kennedy M.P. and G.Kolumban (1999)
Digital Communications Using Chaos
In: Controlling Chaos and Bifurcations in Engineering Systems
/Ed. G.Chen, CRC Press, pp.477-500.
Larger, L, Goedgebuer, JP, Delorme, F
Optical encryption system using hyperchaos generated by an
optoelectronic wavelength oscillator
Physical Review E, V.57, 1998, 6618-6624.
Nan, M, Wong, CN, Tsang, KF, Shi, XQ, Shi, B
Secure digital communication based on linearly synchronized chaotic maps
Physics Letters A, V.268, 2000, 61-68.
Ram, RJ, Sporer, R, Blank, HR, York, RA
Chaotic dynamics in coupled microwave oscillators
IEEE Transactions On Microwave Theory And Techniques, V.48, 2000, 1909-1916.
Savkin, AV, Matveev, AS
Existence and stability of periodic trajectories
in switched server systems
Automatica, V.36, 2000, 775-779.
Ushio, T, Ueda, H, Hirai, K
Control of chaos in switched arrival systems with N buffers
Electronics And Communications In Japan Part III - Fundamental
Electronic Science, V.83, 2000, 81-86.
T.Ushio, T.Imamori and T.Yamasaki:
Controlling Chaos in Discrete-Time Computational Ecosystems
In: Controlling Chaos and Bifurcations in Engineering Systems
/Ed. G.Chen, CRC Press, pp.625-642.
Yang, GK, Wei, SZ, Wei, JH, Zeng, JC, Wu, ZM, Sun, GJ
Stabilization of unstable periodic orbits for a chaotic system
Systems & Control Letters, V.38, 1999, 21-26.
Yang, T, Chua, LO
Chaotic digital code-division multiple access (CDMA)
communication systems
International Journal Of Bifurcation And Chaos,
V.7, 1997, 2789-2805.
Zarowski, CJ, He, J, Mai, WQ, Tong, R
A cryptographic scheme employing chaotic dynamic systems
Canadian Journal Of Electrical And Computer Engineering -
Revue Canadienne
Zhou, CS, Lai, CH
Decoding information by following parameter modulation with
parameter adaptive control
Physical Review E, V.59, 1999, 6629-6636.
L5. Computing and Information Processing
Bollt, EM, Dolnik, M
Encoding information in chemical chaos by controlling symbolic dynamics
Physical Review E, V.55, 1997, 6404-6413.
Haykin, S
Radar clutter attractor: implications for physics, signal
processing and control
IEE Proceedings- Radar Sonar And Navigation, V.146, 1999, 177-188.
Ishii, S, Sato, M
Associative memory based on parametrically coupled chaotic elements
Physica D, V.121, 1998, 344-366.
Klotz, A, Brauer, K
A small-size neural network for computing with strange attractors
Neural Networks, V.12, 1999, 601-607.
Lai, YC
Encoding digital information using transient chaos
International Journal Of Bifurcation And Chaos, V.10, 2000, 787-795.
Lim, TK, Kwak, K, Yun, M
An experimental study of storing information in a controlled
chaotic system with time-delayed feedback
Physics Letters A, V.240, 1998, 287-294.
Nakagawa, M
Chaos associative memory with a periodic activation function
Journal Of The Physical Society Of Japan, V.67, 1998, 2281-2293
Nakagawa, M
A chaos associative model with a sinusoidal activation function
Chaos Solitons & Fractals, V.10, 1999, 1437-1452.
Rouabhi, S
Storage of information in one-dimensional piecewise-continuous maps
International Journal Of Bifurcation And Chaos, V.10, 2000, 1127-1137.
Tanaka, T, Nakagawa, M
A chaos association model with a time-dependent periodic activation function
Electronics And Communications In Japan Part III -
Fundamental Electronic Science, V.81, 1998, 52-70.
Zhang, Y, Li, JB, Zheng, ZR, Jiang, Y, Gao, JY
Dynamic storage function by chaos control in a hybrid bistable system
Physical Review E, V.57, 1998, 1611-1614.
L6. Chemical Engineering
Bresler, L, Shinbrot, T, Metcalfe, G, Ottino, JM
Isolated mixing regions: Origin, robustness and control
Chemical Engineering Science, V.52, 1997, 1623-1636.
Ghasem, NM
Dynamic behavior of industrial gas phase fluidized bed
polyethylene reactors under PI control
Chemical Engineering & Technology, V.23, 2000, 133-140.
Kaart, S, Schouten, JC, van den Bleek, CM
Improving conversion and selectivity of catalytic reactions in
bubbling gas-solid fluidized bed reactors by control of the
nonlinear bubble dynamics
Catalysis Today, V.48, 1999, 185-194.
Park, J, Kim, J, Cho, SH, Han, KH, Yi, CK, Jin, GT
Development of sorbent manufacturing technology by agitation
fluidized bed granulator (AEBG)
Korean Journal Of Chemical Engineering, V.16, 1999, 659-663.
Qammar, H, Seshadhri, KR, Gomatam, R, Venkatesan, A
Control of a chaotic polymerization reaction using linear
and nonlinear controllers
Chemical Engineering Journal, V.64, 1996, 141-148.
Wu, W
Nonlinear bounded control of a nonisothermal CSTR
Industrial & Engineering Chemistry Research, V.39, 2000, 3789-3798.
L7. Material Engineering
Kumar, CVA, Ramamohan, TR
Controlling chaotic dynamics of periodically forced spheroids
in simple shear flow: Results for an example of a potential
application
SADHANA - Academy Proceedings In Engineering Sciences, V.23, 1998, 131-149.
Markworth, AJ, Gupta, A, Rollins, RW
Characterization and control of chaotic stress oscillations in
a model for the Portevin-Le Chatelier effect
M. Miscellaneous applications
Casas, F, Grebogi, C
Control of chaotic impacts
International Journal Of Bifurcation And Chaos, V.7, 1997, 951-955.
Daukantas, P
Controlling chaos stabilizes eigenvector algorithm
Computers In Physics, V.11, 1997, 132-132.
Ding, MZ, Yang, WM
Deterministic point processes generated by threshold crossings:
Dynamics reconstruction and chaos control
Physical Review E, V.55, 1997, 2397-2402.
Duchateau, A, Bradshaw, NP, Bersini, H
A multi-model solution for the control of chaos
International Journal Of Control, V.72, 1999, 727-739.
During, A, Behn, U
Selective stabilisation of very long unstable periodic
orbits in chaotic systems
Physics Letters A, V.230, 1997, 177-182.
Feudel, U, Grebogi, C
Multistability and the control of complexity
Chaos, V.7, 1997, 597-604.
Fouladi, A, Valdivia, JA
Period control of chaotic systems by optimization
Physical Review E, V.55, 1997, 1315-1320.
Fountain, GO, Khakhar, DV, Ottino, JM
Visualization of three-dimensional chaos
Science, V.281, 1998, 683-686.
Freeman, WJ, Chang, HJ, Burke, BC, Rose, PA, Badler, J
Taming chaos: Stabilization of aperiodic attractors by noise
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 989-996.
Hall, GM, Bahar, S, Gauthier, DJ
Experimental control of a chaotic point process using
interspike intervals
Physical Review E, V.58, 1998, 1685-1689.
He, S
Stabilizing the Richardson eigenvector algorithm by
controlling chaos
Computers In Physics, V.11, 1997, 194-198.
Hu, HY
Controlling chaos of a dynamical system with discontinuous
vector field
Physica D, V.106, 1997, 1-8.
Jiang, JX, Hibbert, DB
Diagnosing chaos in non-linear dynamical systems by trajectory
predictions and innovation tests of the Kalman filter
Chemometrics And Intelligent Laboratory Systems, V.45, 1999, 353-359.
Kapitaniak, T, Brindley, J
Preserving transient chaos
Physics Letters A, V.241, 1998, 41-45.
Kozma, R, Kasabov, NK, Kim, JS, Cohen, A
Integration of connectionist methods and chaotic time-series
analysis for the prediction of process data
International Journal Of Intelligent Systems, V.13, 1998, 519-538.
Locher, M, Hunt, ER
Control of high-dimensional chaos in systems with symmetry
Physical Review Letters, V.79, 1997, 63-66.
Locher, M, Johnson, GA, Hunt, ER
Stability analysis of fixed points via chaos control
Chaos, V.7, 1997, 590-596.
Maybhate, A, Amritkar, RE
Use of synchronization and adaptive control in parameter
estimation from a time series
Physical Review E, V.59, 1999, 284-293.
Maybhate, A, Amritkar, RE
Dynamic algorithm for parameter estimation and its applications
Physical Review E, V.61, 2000, 6461-6470.
Maza, D, Mancini, H, Boccaletti, S, Genesio, R, Arecchi, FT
Control of amplitude turbulence in delayed dynamical systems
International Journal Of Bifurcation And Chaos, V.8, 1998, 1843-1848.
Mensour, B, Longtin, A
Chaos control in multistable delay-differential equations and their
singular limit maps
Physical Review E, V.58, 1998, 410-422.
Meucci, R, Labate, A, Ciofini, M
Controlling chaos by negative feedback of subharmonic components
Physical Review E, V.56, 1997, 2829-2834.
Miyano, T, Kimoto, S, Shibuta, H, Nakashima, K, Ikenaga, Y, Aihara, K
Time series analysis and prediction on complex dynamical behavior
observed in a blast furnace
Physica D, V.135, 2000, 305-330.
Namajunas, A, Pyragas, K, Tamasevicius, A
Analog techniques for modeling and controlling the Mackey-Glass system
International Journal Of Bifurcation And Chaos, V.7, 1997, 957-962.
Osipov, GV, Kozlov, AK, Shalfeev, VD
Impulse control of chaos in continuous systems
Physics Letters A, V.247, 1998, 119-128.
Pan, S, Yin, FL
Using chaos to control chaotic systems
Physics Letters A, V.231, 1997, 173-178.
Park J., Kim J., Cho S.H., Han K.H., Yi C.K., Jin G.T.
Development of sorbent manufacturing technology by agitation
fluidized bed granulator.
Korean J. Chem. Eng. v.16 (1999),No5, 659--663.
Ravindra, B, Hagedorn, P
Invariants of chaotic attractor in a nonlinearly damped system.
Journal Of Applied Mechanics- Trans. ASME, V.65, 1998, 875-879.
Sifakis, MK, Elliott, SJ
Strategies for the control of chaos in a Duffing-Holmes oscillator
Mechanical Systems And Signal Processing, V.14, 2000, 987-1002.
Torres, LAB, Aguirre, LA
Inductorless Chua's circuit
Electronics Letters, V.36, 2000, 1915-1916.
Ushio, T, Yamamoto, S
Prediction-based control of chaos
Physics Letters A, V.264, 1999, 30-35.
Yang, T, Chua, LO
Impulsive control and synchronization of nonlinear dynamical
systems and application to secure communication
International Journal Of Bifurcation And Chaos, V.7, 1997, 645-664.
Yang, T, Chua, LO
Impulsive stabilization for control and synchronization of
chaotic systems: Theory and application to secure communication
IEEE Transactions On Circuits And Systems I-
Fundamental Theory And Applications, V.44, 1997, 976-988
Yang, T, Yang, LB, Yang, CM
Theory of control of chaos using sampled data
Physics Letters A, V.246, 1998, 284-288.
Yang, T
Computational verb systems: Verb predictions and their applications
International Journal Of Intelligent Systems, V.15, 2000, 1087-1102.
Yin, HW, Dai, JH, Zhang, HJ
Noise amplification effect in controlling chaos
Optics Communications, V.141, 1997, 185-188.
Zhang, Y, Chen, SG, Yao, YG
Controlling Hamiltonian chaos by adaptive integrable mode coupling
Physical Review E, V.62, 2000, 2135-2139.
Zhou, CS, Chen, TL
Chaotic annealing for optimization.
Physical Review E, V.55, 1997, 2580-2587.