Control and Synchronization of Chaotic
Systems

(A Bibliography)

Guanrong Chen

Department of Electrical and Computer
Engineering

University of Houston, Houston,
TX 77204-4793, USA

gchen@uh.edu
January 1, 1997

Dear Reader:

This bibliography is prepared for
your information about control

and synchronization of chaotic
dynamical systems. Since there

has been enough awareness of this
relatively new direction of

research within the scientific
and engineering communities, books

and papers accepted and published
after January 1, 1997 will no

longer be collected into the bibliography.
However, this list

includes most publications on the
subject before January 1997.

I wish this file has been, and
continues to be a good information

source for you. And I sincerely
thank you for your interest.

When you use this bibliography as a reference, please cite as:

G.Chen: ``Control and synchronization
of chaotic systems

(bibliography),'' ECE Dept, Univ
of Houston, TX -- available

from ftp: ``ftp.egr.uh.edu/pub/TeX/chaos.tex''
(login name

``anonymous'' password: your email
address).

A

H. D. Abarbanel,

Analysis of Observed Chaotic Data,
(Chapters 8-9), Springer,

New York, 1996.

H. D. Abarbanel, R. Brown and M.
B. Kennel,

``Variation of Lyapunov exponents
on a strange attractor,''

J. of Nonlin. Sci., 1, pp. 175-199,
1991.

H. D. Abarbanel and P. S. Linsay,

``Secure communications and unstable
periodic orbits of strange

attractors,'' IEEE Trans.
on Circ. Sys., II, 40, pp. 643-645,

1993.

H. Abarbanel, M. Rabinovich, A.
Selverson, M. Bazhenov,

R. Huerta, M. Sushchik and L. Rubchinsky,

``Synchronization in neural assmblies,''
Russian Phys. Uspechy,

39, pp. 337-362, 1996.

H. Abarbanel, R. Brown, J. J. Sidorowich
and L. Sh. Tsimring,

``The analysis of observed chaotic
data in physical systems,''

Rev. of Modern Phys., 65, pp. 1331-1392,
1993.

E. H. Abed and H. O. Wang,

``Feedback control of bifurcation
and chaos in dynamical systems,''

in Recent Development in Stochastic
and Nonlinear Dynamics:

Applications to Mechanical Systems,
W. Kliemann and N. S.

Namachchivaya (eds.), CRC Press,
Boca Raton, FL, 1993, pp. 153-173.

E. H. Abed, H. O. Wang and R. C.
Chen,

``Stabilization of period doubling
bifurcations and

implications for control of chaos,''

IEEE Proc. of 31st Contr.
Decis. Conf., Tucson, AZ,

Dec. 1992. pp. 2119-2124.

E. H. Abed, H. O.Wang and R. C.
Chen,

``Stabilization of period doubling
bifurcations and implications

for control of chaos,'' Physica
D, 70, pp. 154-164, 1994.

E. H. Abed, H. O. Wang and A. Tesi,

``Control of bifurcation and chaos,''
in The Control Handbook,

W. S. Levine (ed.), CRC Press,
Boca Raton, FL, 1995, pp. 951-966.

R. A. Adomaitis and I. G. Kevrekidis,

``Noninvertibility and the structure
of basins of attraction

in a model adaptive control system,''

J. of Nonlin. Sci., 1, pp. 95-105,
1991.

V. S. Afraimovich, V. I. Nekorkin,
G. V. Osipov and V. D. Shalfeev,

Stability, Structures and Chaos
in Nonlinear Synchronization

Networks, World Scientific Pub.,
Singapore, 1994.

F. M. Aguiar, A. Azevedo and S.
M. Rezende,

``Modern spin-wave nonlinear dynamics,''

Physica D, 22, pp. 301-309, 1992.

L. A. Aguirre,

``The use of identified models
in the control of chaotic systems,''

Proc. of the IEEE Int'l Symp. on
Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1528-1531.

L. A. Aguirre and S. A. Billing,

``Model reference control of regular
and chaotic dynamics

in the Duffing-Ueda oscillator,''

IEEE Trans. Circ. Sys. I, 41, pp.
477-480, 1994.

L. A. Aguirre and S. A. Billing,

``Nonlinear chaotic systems: Approaches
and implications for

science and engineering - A survey,''

Applied Sign. Proc., 2, pp.
224-248, 1995.

V. V. Alekseev and A. Y. Loskutov,

``Control of a system with a strange
attractor through periodic

parametric action,''

Sov. Phys. Dokl., 32, pp. 1346-1348,
1987.

A. A. Alexeyev, A. K. Kozlov and
V. D. Shalfeev,

``Chaotic regime and synchronous
response in generator with

frequency feedback control loop,''

Appl. Nonlin. Dynamics, 2, pp.
71-77, 1994 (in Russian).

A. A. Alexeyev and V. D. Shalfeev,

``Stochastic synchronization in
ensemble of generators,''

Sov. Tech. Phys. Lett., 21, pp.
12-15, 1993.

A. A. Alexeyev and V. D. Shalfeev,

``Chaotic synchronization of multually-coupled
generators

with frequency-controlled feedback
loop,''

Int'l J. of Bifur. Chaos, 5, pp.
551-558, 1995.

P. M. Alsing, A. Gavrielides and
V. Kovanis,

``History-dependent control of
unstable periodic orbits,''

Phys. Rev. E, 50, pp. 1968-1977,
1994.

P. M. Alsing, A. Gavrielides and
V. Kovanis,

``Using neural networks for controlling
chaos,''

Phys. Rev. E, 49, pp. 1225-1231,
1994.

P. M. Alsing, R. Gavrielides and
V. Kovanis,

``Controlling unstable periodic
orbits in a nonlinear optical

system: the Ikeda map,''

1994 IEEE Nonlinear Optics: Materials,
Fundamentals,

and Applications, New York, pp.
72-74, 1994.

P. M. Alsing, A. Gavrielides and
V. Kovanis,

``Using neural networks for controlling
chaos,''

Proc. of the SPIE - The International
Society for Optical

Engineering, 2037, pp. 126-138,
1994.

J. Alvarez-Gallegos,

``Nonlinear regulation of a Lorenz
system by feedback

linearization techniques,''

J. of Dynamics and Control, 4,
pp. 277-298, 1994.

J. Alvarez-Gallegos,

``Chaotic dynamics in a PD-controlled
pendulum,''

Proc. of Amer. Contr. Conf., Baltimore,
MD, 1994, pp. 553-557.

J. Alvarez-Ramirez,

``Nonlinear feedback for controlling
the Lorenz equation,''

J. of Phys. Rev. E, 50, pp. 2339-2342,
1994.

J. Alvarez-Ramirez,

``Using nonlinear saturated feedback
to control chaos:

The Henon map,'' Phys. Rev. E,
48, pp. 3165-3167, 1993.

I. Amato,

``Putting gentle reins on unruly
systems,''

Science, May 1992, p. 229.

I. Amato,

``Coming in loud and clear - via
chaos,'' Science, July 1993,

p. 429.

A. De Angeli, R. Genesio and A.
Tesi,

``Dead-beat chaos synchronization
in discrete-time systems,''

IEEE Trans. on Circ. Sys., I, 42,
pp. 54-56, 1995.

V. S. Anishchenko, T. E. Vadivasova,
D. E. Postnov and

M. A. Safonova,

``Forced and mutual synchronization
of chaos,''

Radioeng. Electron., 36, pp. 338-351,
1991.

V. S. Anishchenko, T. E. Vadivasova,
D. E. Postnov and

M. A. Safonova, ``Synchronization
of chaos,''

Int'l J. of Bifur. Chaos, 2, pp.
633-644, 1992.

L. A. Anosov, O. Yu. Butkovskii,
Yu. A. Kravtsov and

E. D. Surovyatkina,

``Predictable nonlinear dynamics:
Advances and limitations,''

in Chaotic, Fractal, and Nonlinear
Signal Processing,

R. A. Katz (Ed.), AIP Press, New
York, 1995, pp. 71-91.

I. Antoniou, V. Basios and F. Bosco,

``Probabilistic control of chaos:
The beta-adic Renyi map under

contro,'' Int'l J. of Bifur. Chaos,
6, pp. 1563-1573, 1996.

I. Aranson, H. Levine and L. Tsimring,

``Controlling spatiotemporal chaos,''

Phys. Rev. Lett., 72, pp. 2561-2564,
1994.

F. T. Arecchi, G. Basti, S. Boccaletti
and A. L. Perrone,

``Adaptive recognition of chaos,''

Int'l J. of Bifur. Chaos, 4, pp.
1275-1280, 1995.

D. K. Arrowsmith, A. N. Lansbury
and R. J. Mondragon C,

``Control of the Arnold circle
map,''

Int'l J. of Bifur. Chaos, Vil.
6, pp. 437-454, 1996.

V. V. Astakhov, V. S. Anishchenko
and A. V. Shabunin,

``Controlling spatiotemporal chaos
in a chain of the

coupled logistic maps,''

IEEE Trans. on Circ. Sys., I.,
42, pp. 352-357, 1995.

V. V. Astakhov, V. S. Anishchenko
and A. V. Shabunin,

``Controlling spatiotemporal chaos
in a chain of the

coupled logistic maps,''

V. V. Astakhov, V. S. Anishchenko
and A. V. Shabunin,

``Controlling spatiotemporal chaos
in one- and two-domensional

coupled logistic map lattices,''

in Chaotic, Fractal, and Nonlinear
Signal Processing,

R. A. Katz (Ed.), AIP Press, New
York, 1995, pp. 104-118.

V. V. Astakhov, V. S. Anishchenko
and A. V. Shabunin,

``Controlling chaos in the modified
oscillator with inertial

nonlinearity,'' IEEE Trans. on
Circ. Sys., I., 42, pp. 366-368,

1995.

P. J. Aston and C. M. Bird,

``Analysis of the control of chaos-rate
of convergence,''

Int'l J. of Bifur. Chaos, 5, pp.
1157-1166, 1995.

A. M. Athalye and W. J. Grantham,

``Notch filter feedback control
of a chaotic system,''

Proc. of the Amer. Contr. Conf.,
Seattle, WA, June 21-23,

1995, pp. 837-841.

D. Auerbach,

``Controlling extended systems
of chaotic elements,''

Phy. Rev. Lett., 72, pp. 1184-1187,
1994.

D. Auerbach, C. Grebogi, E. Ott
and J. A. Yorke,

``Controlling chaos in high dimensional
systems,''

Phys. Rev. Lett., 69, pp. 3479-3482,
1992.

A. Azevedo and S. M. Rezende,

``Controlling chaos in spin-wave
instabilities,''

Phys. Rev. Lett., 66, pp. 1342-1345,
1991.

B

A. Babloyantz and C. Lourenco,

``Computation with chaos: A paradigm
for cortical activity,''

Proc. of Natl. Acad Sci. USA 91,
pp. 9027-9031, 1994.

A. Babloyantz, C. Lourenco and J.
A. Sepulchre,

``Control of chaos in delay differential
equations, in a

network of oscillators and in model
cortex,''

Physica D, 86, 274-283, 1995.

J. Baillieul, R. W. Brockett and
R. B. Washburn,

``Chaotic motion in nonlinear feedback
systems,''

IEEE Trans. on Circ. Sys., 27,
pp. 990-997, 1980.

J. K. Bandyopadhyay, V. R. Kumar,
B. D. Kulkarni and P. B. Deshpande,

``On dynamic control of chaos:
A study with reference to a reacting

system,'' Phys. Rev. Lett. A, 166,
pp. 197-204, 1992.

G. L. Baker,

``Control of the chaotic driven
pendulum,''

Amer. J. of Phys., 63, pp. 832-838,
1995.

E. Barany, G. Gallegos and R. Colbaugh,

``Control of chaos in the presence
of uncertainty,''

Proc. of 35th Conf. on Decis. Contr.,
Kobe, Japan, Dec. 1996,

pp. 2175-2176.

M. F. Barnsley,

``Making chaotic dynamical systems
to order,''

in Chaotic Dynamics and Fractals,
M. F. Barnsley and S. G. Demko

(eds.), Academic Press, 1986, pp.
53-68.

E. Barreto and C. Grebogi,

``Multiparameter control of chaos,''

Phys. Rev. E, 52, pp. 3553-3557,
1995.

E. Barreto, E. J. Kostelich, C.
Grebogi, E. Ott and J. A. Yorke,

``Efficient switching between controlled
unstable periodic orbits

in higher dimensional chaotic systems,''

Phys. Rev. E, 51, pp. 4169-4172,
1995.

M. D. Barrett,

``Continuous control of chaos,''

Physica D, 91, pp. 340-348, 1996.

C. Batlle, E. Fossas, and G. Olivar,

``Stabilization of periodic orbits
in variable structure systems.

Application to DC-DC power converters,''

Int'l J. of Bifur. Chaos, 6, pp.
2635-2643, 1996.

D. Battogtokh and A. Mikhailov,

``Controlling turbulence in the
complex Ginzburg-Landau equation,''

Physica D, 90, pp. 84-95, 1996.

H. H. Bau,

``On controlling a chaotic system''

J. of Modern Phys. Lett. B, 5,
pp. 1489-1497, 1991.

P. V. Bayly and L. N. Virgin,

``Practical considerations in the
control of chaos,''

Phys. Rev. E, 50, pp. 604-607,
1994.

V. N. Belykh, N. N. Verichev, Lj.
Kocarev and L. O. Chua,

``On chaotic synchronization in
a linear array of Chua's circuits,''

J. of Circ., Sys., and Comput.,
3, 579-589, 1993.

M. di Bernardo,

``An adaptive approach to the control
and synchronization of

continuous-time chaotic systems,''

Int'l J. of Bifur. Chaos, 6, pp.
557-568, 1996.

M. di Bernardo,

``A purely adaptive controller
to syncronize and control chaotic

systems,'' Phys. Lett. A., 214,
pp. 139-144, 1996.

P. A. Bernhardt,

``Communications using chaotic
frequency modulation,''

Int'l J. of Bifur. Chaos, 4, pp.
427-440, 1994.

S. Bhajekar, E. A. Jonckheere and
A. Hammad,

``H-infinity control of chaos,''

Proc. of IEEE Conf. on Decis. Contr.,
Orlando, FL, Dec. 13-15,

pp. 3285-3286, 1994.

S. Bielawski, M. Bouazaoui, D. Derozier,
and D. Glorieux,

``Controlling laser chaos,''

Proc. of Nonlin. Dyn. in Optic.
Sys., Alpbach, Austria,

June 22-26, 1992.

S. Bielawski, M. Bouazaoui, D. Derozier,
and P. Glorieux,

``Satbilization and characterization
of unstable steady states

in a laser,'' Phys. Rev. A, 47,
pp. 3276-3279, 1993.

S. Bielawski et al.,

``Experimental characterization
of unstable periodic orbits by

controlling chaos,'' Phys. Rev.
A, 47, pp. 2492-2495, 1993.

S. Bielawski, D. Derozier and P.
Glorieux,

``Control of laser chaos,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

2039, pp. 239-249, 1993.

S. Bielawski, D. Derozier and P.
Glorieux,

``Controlling unstable periodic
orbits by a delayed continuous

feedback,'' Phys. Rev. E, 49, pp.
971-974, 1994.

M. Blazquez and E. Tuma,

``Chaotic behavior of orbits close
to a heteroclinic contour,''

Int'l J. of Bifur. Chaos, 6, pp.
69-79, 1996.

M. E. Bleich and J. E. S. Socolar,

``Stability of periodic orbits
controlled by time-delayed

feedback,'' Phys. Lett. A, 210,
pp. 87-94, 1996.

M. E. Bleich and J. E. S. Socolar,

``Controlling spatiotemporal dynamics
with time-delya feedback,''

Phy. Rev. E, 54, pp. R17-R20, 1996.

A. M. Block and J. E. Marsden,

``Controlling homoclinic orbits,''

Theor. Comput. Fluid Mech., 1,
pp. 179-190, 1989.

S. R. Bishop and D. Xu,

``Control of chaos in noisy flows,''

Phy. Rev. E, 54, pp. 3204-3210,
1996.

S. R. Bishop, D. Xu and M. J. Clifford,

``Flexible control of the parametrically
excited pendulum,''

Proc. R. Soc. Lond. A, 452, pp.
1789-1806, 1996.

S. Boccaletti and F. T. Arecchi,

``Adaptive control of chaos,''

Europhys. Lett., 31, pp. 127-132,
1995.

F. B\"ohme and W. Schwarz,

``The chaotizer-dechaotizer-channel,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 596-599, 1996.

E. M. Bollt and J. D. Meiss,

``Controlling chaotic transport
through recurrence,''

Physica D, 81, pp. 280-294, 1995.

J. Botina, H. Rabitz and N. Rahman,

``Optimal control of chaotic Hamiltonian
dynamics,''

Phys. Rev. A, 51, pp. 923-933,
1995.

W. Bown,

``Mathematicians learn how to tame
chaos,''

New Scientist, May 1992, p. 229.

E. Bradley,

``Control algorithms for chaotic
systems,''

in Lecture Notes in Control
and Information Sciences

No. 165, Springer-Verlag, New York,
pp. 307-325, 1991.

E. Bradley,

``Taming chaotic circuits,''

PhD Dissertation, MIT, Cambridge,
MA, 1992.

E. Bradley,

``Using chaos to broaden the capture
range of a phase-locked loop,''

IEEE Trans. Circ. Sys. I, 40, 1993,
pp. 808-818.

E. Bradley and D. Straub,

``Chaos as a design tactic: broadening
the capture range of the

phase locked loop,''

Proc. of the IEEE Int'l Symp. on
Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1532-1535.

E. Bradley and D. Straub,

``Using chaos to broaden the capture
range of a phase-locked loop:

experimental verification,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 914-921, 1996.

E. Bradley and F. Zhao,

``Phase-space control system design,''

IEEE Contr. Syst. Mag., April 1993,
pp. 39-46.

Y. Braiman, W. L. Ditto, K. Wiesenfeld
and M. L. Spano,

``Disorder-enhanced synchronization,''

Phys. Lett. A 206, pp. 54-60, 1995.

Y. Braiman and I. Goldhirsch,

``Taming chaotic dynamics with
weak periodic perturbations,''

Phys. Rev. Lett., 66, pp. 2545-2548,
1991.

Y. Braiman, J. F. Lindner and W.
L. Ditto,

``Taming spatiotemporal chaos with
disorder,''

Nature, 378, pp. 465-467, 1995.

M. E. Brandt and G. Chen,

``Controlling the dynamical behavior
of a circle map model of the

human heart,'' Biol. Cybern., 74,
pp. 1-8, 1996.

M. E. Brandt and G. Chen,

``Feedback control of a quadratic
map model of cardiac chaos,''

Int'l J. of Bifur. Chaos, 6, pp.
715-723, 1996.

M. E. Brandt, A. Ademo\u{glu, D.
Lai and G. Chen,

``Autoregressive self-tuning feedback
control of the Henon map,''

Phys. Rev. E, 54, pp. 6201-6206,
1996.

J. L. Breeden,

``Open-loop control of nonlinear
systems,''

Phy. Lett. A., 190, pp. 264-272,
1994.

J. L. Breeden, F. Dinkelacker, and
A. W. Hubler,

``Using noise in the modeling and
control of dynamical systems,''

Phys. Rev. A., 42, pp. 5827-5836,
1990.

J. L. Breeden and N. H. Packard,

``A learning algorithm for optimal
representation of experimental

data,'' Int'l J. of Bifur. Chaos,
4, pp. 311-326, 1994.

J. Brindley, T. Kapitaniak and L.
Kocarev,

``Controlling chaos by chaos in
geophysical systems,''

J of Geophysical Research Lett.,
22, pp. 1257-1260, 1995.

R. W. Brockett,

``On conditions leading to chaos
in feedback systems,''

Proc. of Contr. Decis. Conf., 1982,
pp. 932-936.

D. Broomhead,

``Guidance on the control of chaos,''

Physics World, Aug. 1992.

C

T. W. Carr and I. B. Schwartz,

``Controlling unstable steady state
using parameter variation and

control duration,''

Phys. Rev. E, 50, pp. 3410-3415,
1994.

T. W. Carr and I. B. Schwartz,

``Controlling the unstable steady
state in a multimode laser,''

Phys. Rev. E, 51, pp. 5109-5111,
1995.

T. W. Carr and I. B. Schwartz,

``Controlling high-dimensional
unstable steady states using delay,

duration and feedback,''

Physica D, Vol. 96, pp. 17-25,
1996.

T. W. Carr and I. B. Schwartz,

``Subharmonic-saddle connections
as a precuror to chaos in a

periodically modulated laser,''

Int'l J. of Bifur. Chaos, 6, pp.
2047-2053, 1996.

T. L. Carroll,

``Synchronizing chaotic systems
using filtered signals,''

Phys. Rev. Lett., 50, pp. 2580-2587,
1994.

T. L. Carroll,

``Using filters for chaotic synchronization
for communications,''

Proc. of the IEEE Int'l Symp. on
Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 688-691.

T. L. Carroll,

``Communicating with use of filtered,
synchronized, chaotic

signals,''

IEEE Trans. on Circ. Sys., 42,
pp. 105-110, 1995.

T. L. Carroll,

``Synchronizationh and complex
dynamics in pulse-coupled circuit

models of neurons,'' Biol. Cybern.,
73, pp. 553-559, 1995.

T. L. Carroll, J. F. Heagy, and
L. M. Pecora,

``Synchronization and desynchronization
in pulse coupled

relaxation oscillators,'' Phys.
Lett. A, 1994.

T. L. Carroll, J. F. Heagy, and
L. M. Pecora,

``Transforming signals with chaotic
synchronization,''

Phys. Rev. E, 54, pp. 4676-4680,
1996.

T. L. Carroll and L. M. Pecora,

``Synchronizing chaotic circuits,''

IEEE Trans. Circ. Syst., 38, pp.
453-456, 1991.

T. L. Carroll and L. M. Pecora,

``A circuit for studying the synchronization
of chaotic

systems,'' Int. J. Bifur. Chaos,
2, pp. 659-667, 1992.

T. L. Carroll and L. M. Pecora,

``Driving nonlinear systems with
chaotic signals,''

Proc. SPIE Visual Inform. Proc.
Conf., Orlando, FL,

Apr. 1992, p. 22.

T. L. Carroll and L. M. Pecora,

``Cascaded synchronized chaotic
systems,''

Physica D, 67, pp. 126-140, 1993.

T. L. Carroll and L. M. Pecora,

``Stochastic resonance and crises
in a period-doubled circuit,''

Phys. Rev. Lett., 70, pp. 576-?,
1993.

T. L. Carroll and L. M. Pecora,

``Synchronizing chaotic circuits,''

AIP Conf. Proc. Vol. 296,
Chaos Paradigm:

Developments and Applications in
Engineering and Science,

R. A. Katz (ed.), AIP Press, New
York, 1994, pp. 127-136.

T. L. Carroll and L. M. Pecora,

``Synchronizing chaotic systems,''

Proc. SPIE Chaos Commun. Conf.,
July 1993, San Diego, CA, p. 32.

T. L. Carroll and L. M. Pecora,

``Stochastic resonance as a crisis
in a period doubled system,''

Phys. Rev. E, 47, pp. 3941-, 1993.

T. L. Carroll and L. M. Pecora,

``Communicating with chaos,'' NRL
Review, 1993.

T. L. Carroll and L. M. Pecora,

``Synchronizing nonautonomous chaotic
circuits,''

Proc. of 2nd Experimental Chaos
Conf., Oct. 1993.

T. L. Carroll and L. M. Pecora,

``Synchronizing nonautonomous chaotic
circuits,''

IEEE Trans. Circ Sys. 40, pp. 646-650,
1993.

T. L. Carroll and L. M. Pecora,

``Using chaos to keep period-multiplied
systems in phase,''

Phys. Rev. E, 48, pp. 2426-2436,
1993.

T. L. Carroll and L. M. Pecora,

``The effect of filtering on communication
using synchronized

chaotic circuits,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Atlanta, GA,

May 13-15, 1996, Vol. 3, pp. 174-177.

T. L. Carroll, I. Triandaf, I. Schwartz,
and L. Pecora,

``Tracking unstable orbits in an
experiment,''

Phys. Rev. A, 46, pp. 6189-6192,
1993.

H. Castellini, C. Galles, N. Jeifestz,
J. Luisetti,

``On a method of controlling chaos
originating in a torus T2

destruction: Its application to
a chemical catalyzed reaction,''

Chaos, Solitons & Fractals,
Vol. 6, pp. 59-65, 1995.

B. Cazelles, G. Boudjema, and N.
P. Chau,

``Adaptive control of chaotic systems
in a noisy environment,''

Phys. Lett. A, 196, pp. 326-330,
1995.

P. Celka,

``Experimental verification of
Pyragas's chaos control method

applied to Chua's circuit,''

Int'l J. of Bifur. Chaos, 4, pp.
1703-1706, 1994.

P. Celka,

``Synchronization of chaotic systems
through parameter adaptation,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 692-695.

P. Celka,

``Chaotic synchronization and modulation
of nonlinear time-delayed

feedback optical systems,''

IEEE Trans. on Circ. Sys., 42,
pp. 455-463, 1995.

P. Celka,

``Circuits optiques integres non
lineaires et applications,''

PhD Dissertation, de l'universite
catholique de Louvain, Lausanne,

EPFL.

P. Celka,

``Control of time-delayed feedback-systems
with application to

optics,'' Int'l J. of Electronics,
79, pp. 787-795, 1995.

P. Celka,

``Synchronization of chaotic optical
dynamical systems through 700 m

of single mode fiber,'' IEEE Trans.
on Circ. Sys., 43, pp. 869-872,

1996.

R. Chacon,

``Geometrical resonance as a chaos
eliminating mechanism,''

Phys. Rev. Lett., 77, pp. 482-485,
1996.

K. Chang and A. Hubler,

``Entrainment of chaotic systems
with resonant driving forces," in

Towards the Harnessing of Chaos,
M. Yamaguti (Ed.), Elsevier Sci.,

Amsterdam, 1994, pp. 145-151.

C. Chen, E. E. Wolf and H. Chang,

``Deciphering and controlling intermittent
chaos on a catalytic

wafer,'' Proc. of Amer. Contr.
Conf., San Francisco, CA, 1993,

pp. 2922-2925.

G. Chen,

``Controlling Chua's global unfolding
circuit family,''

IEEE Trans. on Cict. Sys. I, 40,
pp. 829-832, 1993.

G. Chen,

``Optimal control of chaotic systems,''

Int'l J. of Bifur. Chaos, 4, pp.
461-463, 1994.

G. Chen,

``Controlling chaotic trajectories
to unstable limit cycles,''

Proc. of 1993 Amer. Contr. Conf.,
3, pp. 2413-2414, 1993.

G. Chen,

``Intelligent control of chaotic
dynamics,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 5-8.

G. Chen, Y. Chen and H. Ogmen,

``Identifying chaotic systems via
a Wiener-type cascade model,"

IEEE Control Systems Magazine,
17, pp. 29-36, Oct. 1997.

G. Chen and X. Dong,

``On feedback control of chaotic
dynamical systems,''

Int'l J. of Bifur. Chaos, 2, pp.
407-411, 1992.

G. Chen and X. Dong,

``Controlling Chua's circuit,''

J. of Circ. Sys. Comput., 3, pp.
139-149, 1993;

also in Chua's Circuit: A
Paradigm for Chaos, R. N. Madan

(ed.), World Scientific Pub., Singapore,
pp. 481-491, 1993.

G. Chen and X. Dong,

``Ordering chaos of Chua's circuit
--- a feedback control

approach,'' Proc. of IEEE Int'l
Simp. on Circ. Sys., Chicago,

IL, May, 1993, pp. 2604-2607.

G. Chen and X. Dong,

``On feedback control of chaotic
continuous-time systems,''

IEEE Trans. on Circ. Sys. I, 40,
pp. 591-601, 1993

G. Chen and X. Dong,

``Control of chaos --- a survey,''
in IEEE Proc. of 32nd Contr.

Decis. Conf., San Antonio, Texas,
Dec., 1993, pp. 469-474.

G. Chen and X. Dong,

``From chaos to order --- Perspectives
and methodologies

in controlling nonlinear dynamical
systems,''

Int'l J. of Bifur. Chaos, 3, pp.
1363-1409, 1993.

G. Chen and X. Dong,

``Identification and control of
chaotic systems: an artificial

neural network approach,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1177-1182.

G. Chen and X. Dong,

From Chaos to Order: Perspectives,
Methodologies, and Applications,

World Scientific Pub., 1998, in
press.

G. Chen and G. Hu,

``Some controllability conditions
for nonlinear feedback control

of chaotic systems,''

J. of Beijing Normal Univ (Natural
Science), 32, 208-212, 1996.

G. Chen and D. J. Lai,

``Feedback control of Lyapunov
exponenets for discrete-time

dynamical systems,''

Int'l J. of Bifur. Chaos, 6, pp.
1341-1349, 1996.

G. Chen and D. J. Lai,

``Making a dynamical system chaotic:
Feedback control of Lyapunov

exponenets for discrete-time dynamical
systems,''

IEEE Trans. on Circ. Sys., I, 44,
pp. 250-253, 1997.

G. Chen and J. L. Moiola,

``An overview of Bifurcation, chaos
and nonlinear dynamics in

control systems,''

J. of Frankilin Instit., 331B,
pp. 819-858, 1994.

G. Chen, J. Zhou and S.-B. Hsu,

``Linear superposition of chaotic
and orderly vibrations on two

serially connected strings with
a van der Pol joint,''

Int'l J. of Bifur. Chaos, 6, pp.
1509-1527, 1996.

Y. H. Chen and H. H. Bau,

``Comment on 'Controlling a chaotic
system' (with reply),''

Phys. Rev. Lett., 69, pp. 3128-3129,
1992.

Y. H. Chen and M. Y. Chou,

``Continuous feedback approach
for controlling chaos,''

Phys. Rev. E, 50, pp. 2331-2334,
1994.

Y. Chen and L. Pei,

``Analysis of the recovered signal
in synchronized Chua's

communication system,''

Int'l J. of Bifur. Chaos, 6, pp.
1595-1600, 1996.

G. Chin, L. R. Senesac, W. E. Blass
and J. J. Hillman,

``Stabilizing lead-salt diode laser:
Understanding and

controlling chaotic frequency emission,''

Science, 274, Nov. 1996, pp. 1498-1501.

L. O. Chua, M. Itoh, L. Kocarev
and K. Eckert,

``Chaos synchronization in Chua's
circuit,''

J. of Circ. Sys. Comput., 3, pp.
93-108, 1993.

L. O. Chua, T. Yang, G.-Q. Zhong
and C. W. Wu,

``Adaptive synchronization of Chua's
oscillators,''

Int'l J. of Bifur. Chaos, 6, pp.
189-201, 1996.

L. O. Chua, T. Yang, G.-Q. Zhong
and C. W. Wu,

``Synchronization of Chua's Circuits
with time-varying

channels and parameters'',

IEEE Trans. on Circ. Sys., I, 43,
pp. 862-868, 1996.

D. J. Christini and J. J. Collins,

``Using noise and chaos control
to control nonchaotic systems,''

Phys. Rev. E., 52, 1995, pp. 5806-5809.

D. J. Christini and J. J. Collins,

``Controlling nonchotic neuronal
noise using chaos control

techniques,'' Phys. Rev. Lett.,
75, 1995, pp. 2782-2785.

D. J. Christini and J. J. Collins,

``Using chaos control and tracking
to suppress a pathological

nonchaotic rhythm in a cardiac
model,''

Phys. Rev. E, 53, pp. 49-52, 1996,

D. J. Christini, J. J. Collins and
P. S. Linsay,

``Experimental control of high-dimensional
chaos: The driven

double pundulum,'' Phys. Rev. E,
54, pp. 4824-4827, 1996,

L. O. Chua,

``Chua's circuit 10 years later,''

J. of Circ. Theo. Appl., 22, pp.
279-305, 1994.

M. Cibrario and J. Levine,

``Saddle-node bifurcation control
with application to

thermal runaway of continuous stirred
tank reactors,''

Proc. of 30th Contr. Decis. Conf.,
Brighton, England, Dec. 1991,

pp. 1551-1552.

V. Cimagalli, S. Jankowski, M. Giona
and T. Calascibetta,

``Neural networks reconstruction
and prediction of chaotic

dynamics,'' Proc. of IEEE Int'l
Sympo. on Circ. and Sys.,

Chicago, IL, May 3-6, 1993, pp.
2176-2179.

M. Ciofini, R. Meucci and F. T.
Arecchi,

``Experimental control of chaos
in a laser,''

J. of Physical Review E [Statistical
Physics, Plasmas, Fluids,

and Related Interdisciplinary Topics,
52, pp. 94-97, 1995.

B. Cipra,

``Putting the pedal to the metal
in a controlled chaotic laser,''

Science, Nov., 1992, p. 1309.

P. Colet, R. Roy and K. Wiesenfeld,

``Controlling hyperchaos in a multimode
laser model,''

Phys. Rev. E, 50, pp. 3453-3457,
1994.

B. D. Coller, P. Holmes and J. L.
Lumley,

``Control of noisy heteroclinic
cycles,''

Physica D, 72, pp. 135-160, 1994.

F. Colonius and W. Kliemann,

``A dynamical systems approach
to control,''

Nonlinear Control Systems Design,
1992 (selected

papers from the 2nd IFAC symposium),
pp. 23-29, 1993.

G. Contopoulos,

``Order in chaos,''

in From Newton to Chaos,
ed. by A. E. Roy and B. A. Steves,

Plenum Press, NY 1995, pp. 425-449.

D. P. Cooper and E. Schoell,

``Tunable real space transfer oscillator
by delayed feedback

control of chaos,''

J of Zeitschrift fur Naturforschung,
Teil A Physik,

Physikalische Chemie, Kosmophysik],
50, pp. 117-124, 1995.

E. Corcoran,

``Ordering chaos,'' Scientific
American, Aug., pp. 97-98, 1991.

A. Cortese,

``Order out of chaos,'' Information
Week, Aug., p. 22, 1992.

K. M. Cuomo,

``Synthesizing self-synchronizing
chaotic arrays,''

Int'l J. of Bifur. Chaos, 4, pp.
727-736, 1994.

K. M. Cuomo,

``Systematic synthesis procedures
for high-dimensional

chaotic systems: methods and applications,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1017-1020.

K. M. Cuomo and A. V. Oppenheim,

``Chaotic signals and systems for
communications,''

in Proc. of 1993 IEEE Int'l Conf.
on Acoustics, Speech

and Signal Processing, Minneapolis,
MN, 1993, pp. 137-140.

K. M. Cuomo and A. V. Oppenheim,

``Circuit implementation of synchronized
chaos
with

applications to communications,''

Phy. Rev. Lett., 71, pp. 65-68,
1993.

K. M. Cuomo, A. V. Oppenheim and
S. H. Strogatz,

``Synchronization of Lorenz-based
chaotic circuits with

applications to communications,''

IEEE Trans. on Circ. Sys., 40,
pp. 626-633, 1993.

K. M. Cuomo, A. V. Oppenheim and
S. H. Strogatz,

``Robustness and signal recovery
in a synchronized chaotic

system,'' Int'l J. of Bifur. Chaos,
3, pp. 1629-1638, 1994.

D

A. Dabrowski, Z. Galias and M. J.
Ogorzalek,

``On-line identification and control
of chaos in a real

Chua's circuit,'' J. of Kybernetika,
30, pp. 425-432, 1994.

A. Dabrowski, Z. Galais, M.J. Ogorzalek,
and L.O. Chua,

``Laboratory environment for controlling
chaotic

electronic systems,''

Proc. of 11th European Conf. on
Circ Theo. and Design

(ECCTD '93 - Circuit and Design),
H. Dieu (ed.), Davos,

Switzerland, Aug. 30 - Sept. 3,
1993, pp. 867-872.

J. Dai, H. Tang and H. Zhang,

``Controlling chaos in nonlinear
optical systems,''

in Proc. of SPIE -- The Int'l
Society for Optical Engr,

1726, 1992, pp. 255-263.

A. Davidson,

``Chaos researchers bring diverse
phenomena into focus,''

Computers in Physics, Nov. 1991,
p. 574-575.

H. Dedieu, M. P. Kennedy and M.
Hasler,

``Chaos shift keying: modulation
and demodulation of a

chaotic carrier using self-synchronizing
Chua's circuits,''

IEEE Trans. on Circ. Sys. II.,
40, pp. 634-642, 1993.

H. Dedieu and M. Ogorzalek,

``Controlling chaos in Chua's circuit
via sampled inputs,''

Int'l J. Bifur. Chaos, 4, pp. 447-456,
1994.

H. Dedieu and M. Ogorzalek,

``A simple and robust method for
controlling chaotic systems,''

Proc. of IEEE Conf. on Circ. Sys.,
London, UK, 1994,

Vol. 6, pp. 85-88.

H. Dedieu and M. J. Ogorzalek,

``Signal coding and compression
based on chaos control

techniques,'' Proc. of IEEE Int'l
Symp. on Circ. Sys., Seattle,

WA, April 29 - May 3, 1995, pp.
1191-1194.

H. Dedieu, M. P. Kennedy and M.
Hasler,

``Chaos shift keying: a technique
for modulation and

demodulation of chaotic carriers,''

Proc. of 11th European Conf. on
Circ Theo. and Design

(ECCTD '93 -- Circuit and Design),
H. Dieu (ed.),

Davos, Switzerland, Aug. 30 - Sept.
3, 1993, pp. 861-866.

R. Der and M. Herrmann,

``Nonlinear chaos control by neural
nets,''

Proc. of Int'l Conf. on Artif.
Neur. Netw. (ICANN'94),

Sorrento, Italy, May 26-29, 1994,
M. Marinaro and

P. G. Morasso (eds.), Springer-Verlag,
NY, 1995, pp. 1227-1230.

M. Ding,

``Synchronizing hyperchaos for
communication,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Atlanta, GA,

May 13-15, 1996, Vol. 3,
pp. 205-207.

M. Ding and E. Ott,

``Enhancing synchronism of chaotic
systems,''

Phys. Rev. E, 49, pp. 945-948,
1994.

M. Ding and J. A. S. Kelso,

``Controlling chaos: a selection
mechanism for neural

information processing?''

Proc. of Conf. on Measuring Chaos
in the Human Brain, D. Duke

and W. Prichard (eds.), World Scientific,
pp. 17-31, 1991.

M. Ding and J. A. S. Kelso,

``Phase-resetting map and the dynamics
of quasi-periodically

forced biological oscillators,''

Int'l J. of Bifur. Chaos, 4, pp.
5530567, 1994.

M. Ding, E. Ott and C. Grebogi,

``Crisis control: preventing chaos-induced
capsizing of

a ship,'' Phys. Rev. E, 50, pp.
4228-4230, 1994.

M. Ding, E. Ott and C. Grebogi,

``Controlling chaos in a temporally
irregular environment,''

Physica D, 74, pp. 386-394, 1994.

W. X. Ding, H. Q. She, W. Huang
and C. X. Yu,

``Controlling chaos in a discharge
plasma,''

Phys. Rev. Lett., 72, pp. 96-99,
1994.

M. Ding, W. Yang, V. In, W. L. Ditto,
M. L. Spano

and B. Gluckman,

``Controlling chaos in high dimensions:
Theory and experiment,''

Phys. Rev. E, 53, pp. 4334-4344,
1996.

W. L. Ditto,

``Applications of chaos in biology
and medicine,'' in Chaos and

the Changing Nature of Science
and Medicine: An Introduction,

D. E. Herbert (Ed.), AIP Press,
New York, 1996, pp.175-201.

W. L. Ditto and L. M. Pecora,

``Mastering chaos,'' Scientific
American, pp. 78-84, Aug., 1993.

W. L. Ditto, S. N. Rauseo and M.
L. Spano,

``Experimental control of chaos,''

Phys. Rev. Lett., 65, pp. 3211-3214,
1990.

W. L. Ditto and M. L. Spano,

``Experimental techniques for exploiting
chaos,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

1771, pp. 377-388, 1993.

W. L. Ditto and M. L. Spano,

``Control and anti-control of chaos
in hearts and brains,''

in Complex Systems: Mechnism
and Adaptation, R. J.

Stonier and X. H. Yu (Eds.), IOS
Press, Amsterdam, 1994,

pp. 359-.

W. L. Ditto, M. L. Spano and J.
F. Lindner,

``Techniques for the control of
chaos,''

Physica D, 86, pp. 198-211, 1995.

A. S. Dmitriev, A. I. Panas and
S. O. Starkov,

``Experiments on speech and music
signal transmission using

chaos,'' Int'l J. of Bifur. Chaos,
5, pp. 1249-1254, 1995.

R. Doerner, B. H\"ubinger and W.
Martienssen,

``Adaptive orbit correction in
chaos control,''

Int'l J. of Bifur. Chaos, 5, pp.
1175-1180, 1995.

X. Dong,

``Controlling chaotic systems:
An engineering control

approach,'' PhD Dissertation, Univ
of Houston, TX, 1994.

X. Dong and G. Chen,

``Control of discrete-time chaotic
systems,''

in IEEE Proc. Amer. Contr. Conf.,

Chicago, IL, June, 1992, pp. 2234-2235.

X. Dong and G. Chen,

``Controlling chaotic continuous-time
systems via feedback,''

Proc. of 31st Contr. Decis.
Conf., Tucson, AZ, Dec.

1992, pp. 2502-2503.

X. Dong, G. Chen and L. Chen,

``Adaptive control of the uncertain
Duffing oscillator,''

Int'l J. of Bifur. Chaos, accepted,
1996.

J. J. Dorning,

``Controlling chaos in the presence
of noise,''

Trans. of Amer. Nucl. Soc., 64,
pp. 295-?, 1991.

J. J. Dorning, W. J. Decker and
J. P. Holloway,

``Controlling the dynamics of chaotic
convective flows,''

in Applied Chaos, J. H. Kim
and J. Stringer (eds.), Wiley,

New York, 1992, pp. 189-206.

B. Doyon, B. Cessac, M. Quoy and
M. Samuelides:

``Control of the transition to
chaos in neural networks with

random connectivity,''

Int'l J. of Bifur. Chaos, 3, pp.
279-291, 1993.

U. Dressler and G. Nitsche,

``Controlling chaos using time
delay coordinates,''

Phys. Rev. Lett., 68, pp.
1-4, 1992.

E

T. Endo,

``A review of chaos and nonlinear
dynamics in phase-locked

loop,'' J. of Franklin Institute,
331B, pp. 859-902, 1994.

T. Endo and L. O. Chua,

``Synchronizing chaos from electronic
phase-locked loops,''

Int'l J. of Bifur. Chaos, 1, pp.
701-710, 1991.

T. Endo and A. Hasegawa,

``Bifurcation routes to chaos of
2-coupled ascillators and

stabilization of unstable periodic
orbits embedded in the

chaotic attractor,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 237-240.

F

U. Feldmann and W. Schwarz,

``Two simulation experiments in
chaotic synchronization,''

in Nonlinear Dynamics of Electronic
Systems, A. C. Davies

and W. Schwarz (eds.), World Scientific
Pub., Singapore,

pp. 276-280, 1993.

U. Feldmann, W. Schwarz and M. Hasler,

``Communication by chatic signals:
the inverse system approach,''

Proc. of IEEE Int'l Symp.
on Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 680-683.

W. H. Fleming,

``Future Directions in Control
Theory, A Mathematical Perspective,''

Report of the Panel on Future Directions
in Control Theory,

SIAM Reports on Issues in the Mathematical
Sciences, SIAM,

Philadelphia, 1988, pp. 50-51.

J. Ford,

``What is chaos, that we should
be mindful of it?''

in The New Physics, P. Davies (ed.),
Cambridge Univ Press,

1989, pp. 348-372.

T. B. Fowler,

``Application of stochastic control
techniques to chaotic nonlinear

systems,'' IEEE Trans. on Auto.
Contr., 34, pp. 201-205, 1989.

K. Fox,

``How islands survive in a chaotic
sea,''

Science, Aug. 1993, p. 988.

M. Fox,

``Chaos can be controlled,''

Scientists Report, in Reuters,
June 2, 1993.

A. L. Fradkov,

``Nonlinear adaptive control: regulation-tracking-oscillations,''

Proc. of 1st IFAC Workshop ``New
Trends in Design of

Control Systems,'' 1994, pp. 426-431.

A. L. Fradkov,

``Adaptive synchronization of hyper-minimum-phase
systems with

nonlinearities,''

Proc. of 3rd IEEE Mediterranean
Sympo. on New Directions

in Contr. Auto., Limassol, July
1995, pp. 272-277.

A. L. Fradkov,

``Swinging control of nonlinear
oscillations,''

Int'l J. of Control, 64, pp. 1189-1202,
1996.

A. L. Fradkov

``Shunt output feedback adaptive
controller for nonlinear

plants,'' Proc. of 13th IFAC World
Congress, San-Francisco, July

1996, Vol. K, pp. 367-372.

A. L. Fradkov and P. Yu. Guzenko,

``Adaptive control of oscillations
based on linearization of

Poincare map,''

Proc. of Conf. on Different. Eqns
and Appl.. St. Petersburg,

Russia, Dec 1996.

A. L. Fradkov, P. Yu. Guzenko, D.
Hill and A. Yu. Pogromsky,

``Speed gradient control and passivity
of nonlinear oscillators,''

IFAC Sympo. on Nonlin. Contr. Sys.,
NOLCOS'95, Tahoe City, USA,

1995, pp. 655-659.

A. L. Fradkov, P. Yu. Guzenko, S.
A. Kukushkin and V. A. Osipov,

``Discrete adaptive control of
oscillatory and chaotic systems,''

Proc. of Int. Conf. on Fractals
and Chaos in Chemical Engineering,

Rome, Sept 1996, pp. 81-82.

A. L. Fradkov and A. Yu. Pogromsky,

``Speed gradient adaptive control
of chaotic continuous-time

systems,'' in Design of Nonlinear
Oscillating Systems, G. A.

Leonov and A. L. Fradkov (eds.),
Saint-Petersburg, Academy of

Sciences of Russia, 1994, pp. 29-47.

A. L. Fradkov and A. Yu. Pogromsky,

``Speed-gradient adaptive control
of continuous-time chaotic

systems,'' IFAC Symp. on Adaptive
Sys. in Contr. and Sign.

Proc., Budapest, 1995.

A. L. Fradkov and A. Yu. Pogromsky,

``Methods of nonlinear and adaptive
control of chaotic systems,''

Proc. of 13th IFAC World Congress,
San Francisco, June 30 -

July 5, 1996.

A. L. Fradkov and A. Yu. Pogromsky,

``Speed gradient control of chaotic
continuous-time systems,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 907-913, 1996.

A. L. Fradkov and A. Yu. Pogromsky,

``Methods of nonlinear and adaptive
control of chaotic systems,''

Proc. of 13th IFAC World Congress,
San-Francisco, July 1996,

Vol. E, pp.185-190.

A. L. Fradkov, A. Yu. Pogromsky
and A. Yu. Markov,

``Adaptive control of chaotic continuous-time
systems,''

Proc. of 3rd European Contr. Conf.,
Rome, 1995, pp. 3062-3067.

W. J. Freeman,

``The physiology of perception,''

Scientific American, Feb., pp.
78-85, 1991.

D. R. Frey,

``Chaotic digital encoding: An
approach to secure communication,''

IEEE Trans. on Circ. Sys., 40,
pp. 660-666, 1993.

M. Frey and E. Simiu,

``Phase space transport and control
of escape from a potential

well,'' Physica D, 95, pp. 128-143,
1996.

T. W. Frison,

``Controlling chaos with a neural
network,''

in Proc. Int'l Conf. Neural Networks,

Baltimore, MD, June, 1992, pp.
75-80.

L. Fronzoni and M. Giocondo,

``Experimental evidence of suppression
of chaos by resonant

parametric perturbations,'' Phys.
Rev. A, 43, pp. 6483-6487, 1991.

C. C. Fuh and P. C. Tung,

``Controlling chaos using differential
geometric method,''

Phys. Rev. Lett., 75, pp. 2952-2955,
1995.

G

P. M. Gade,

``Synchronization of oscillators
with random nonlocal connectivity,''

Phy. Rev. E, 54, pp. 64-70, 1996.

S. D. Gadre and V. S. Varma,

``Controlling chaos: stabilization
of fixed points and creation

of new stable attractors in 1-D
maps,''

J. of Physics, 43, pp. 431-442,
1994.

Z. Galias,

``New method for stabilization
of unstable periodic orbits in

chaotic systems,'' Int'l J. of
Bifur. Chaos, 5, pp. 281-295, 1995.

Z. Galias, C. A. Murphy, M. P. kennedy
and M. J. Ogorzalek,

``A feedback chaos controller:
Theory and implementation,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 120-123.

Z. Galias and M. J. Ogorzalek,

``Bang-bang control of chaotic
systems,'' 1995.

H. Gang and H. Kaifen,

``Controlling chaos in systems
described by partial differential

equations,'' Phys. Rev. Lett.,
71, pp. 3794-3797, 1993.

A. Garfinkel, M. L. Spano, W. L.
Ditto and J. N. Weiss,

``Controlling cardiac chaos,''

Science, Vol. 257, Aug., 1992,
pp. 1230-1235.

P. Gaspard and P. E. van der Pals,

``Instability and controllability
of quantum systems,"

in Towards the Harnessing of Chaos,
M. Yamaguti (Ed.),

Elsevier Sci., Amsterdam, 1994,
pp. 205-226.

D. J. Gauthier and J. C. Bienfang,

``Intermittent loss of synchronization
in coupled chaotic

oscillators: Toward a new criterion
for high-quality

synchronization,'' Phys. Rev. Lett.,
77, 1996, pp. 1751-1754.

D. J. Gauthier, D. W. Sukow, H.
M. Concannon and J. E. S.

Socolar,

``Stabilizing unstable periodic
orbits in a fast diode resonator

using continuous time-delay autosynchronization,''

Phy. Rev. E., 50, pp. 2343-2346,
1994.

A. Gavrielides, V. Kovanis and P.
M. Alsing,

``Controlling chaos in semiconductor
laser devices,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

2039, pp. 250-262, 1993.

A. Gavrielides, V. Kovanis and P.
M. Alsing,

``Controlling chaos may induce
new attractors in an optical

device,'' Optics Comm., 115, pp.
551-558, 1995.

R. Genesio, M. Basso, M. Stranghini,
A. Tesi, M. Ciofini and

R. Meucci,

``Limit cycle bifurcation analysis
and its implication for

controlling complex dynamics in
a CO-2 laser,''

Proc. of 3rd Int'l Specialist Workshop
on Nonlin/ Dynam.

of Electron. Sys., Dublin, 1995,
pp. 215-220.

R. Genesio and A. Tesi,

``A harmonic balance approach for
chaos prediction: the Chua's

circuit,'' Int'l J. of Bifur. Chaos,
2, pp. 61-79, 1992.

R. Genesio and A. Tesi,

``Control techniques for chaotic
dynamical systems,''

J. of Kybernetika, 29, pp. 469-478,
1993.

R. Genesio and A. Tesi,

``Distortion control of chaotic
systems: the Chua's circuit,''

J. of Circ. Syst. Compt., 3, pp.
151-171, 1993.

R. Genesio, A. Tesi and F. Villoresi,

``A frequency approach for analyzing
and controlling chaos in

circuits,'' IEEE Trans. on Circ.
Syst., 40, pp. 819-828, 1993.

R. Genesio, A. Tesi, H. O. Wang
and E. H. Abed,

``Control of period doubling bifurcations
using harmonic

balance,'' Proc. of 32nd Contr.
Decis. Conf., San Antonio, TX,

Dec. 1993, pp. 492-497.

L. L. Ghezzi and C. Piccardi,

``PID control of a chaotic system:
An application to an

epidemiological model,''
Automatica, 1996, in press.

M. Gilli and G. M. Maggio,

``Predicting chaos through an hormonic
balance technique:

An application to the time-delayed
Chua's circuit,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 872-874, 1996.

Z. Gills, C. Iwata, R. Roy, I. Schwartz
and I. Triandaf,

``Tracking unstable phenomena in
chaotic laser experiments:

Extending the stability regime
of a multimode laser,''

Proc. of Nonlinear Dynamics in
Optical Systems, June,

Alpbach, Austria, 1992, pp. PD1:
1-4.

Z. Gills, C. Iwata, and R. Roy,

``Tracking unstable phenomena in
chaotic laser experiments:

Extending the stability regime
of a multimode laser,''

Phys. Rev. Lett., 69, pp. 3169-3172,
1992.

Z. Gills, C. Iwata, R. Roy, I. Schwartz,
and Ioana Triandaf,

``Tracking unstable phenomena in
chaotic laser experiments:

extending the stability regime
of a multimode laser,''

Coping with Chaos, ed. by E. Ott,
T. Sauer and J. Yorke,

Wiley, New York, 1994.

M. Giona,

``Functional reconstruction of
oscillating reaction:

prediction and control of chaotic
kinetics,''

Chem. Engr. Sci., 47, pp. 2469-2474,
1992.

J. Glanz,

``Do chaos-control techniques offer
hope for epilespy?''

Science, August 1994, p.1174.

K. Glass, M. Adachi and A. Mees,

``Noise tolerance of the AGOY control
method for stabilizing

chaotic systems,'' Int'l
J. of Bifur. Chaos, 6, pp. 1333-1340,

1996.

L. Glass and W. Zeng,

``Bifurcations in plat-topped maps
and the control of cardiac

chaos,'' Int'l J. of Bifur. Chaos,
4, pp. 1061-1067, 1994.

D. Gligoroski, D. Dimovski and V.
Urumov,

``Control in multidimensional chaotic
systems by small

perturbations,'' Phys. Rev. E,
51, pp. 1690-1694, 1995.

P. Glorieux, S. Bielawski, D. Derozier,
and C. Szwaj,

``Control of chaos in fiber lasers'',

Poster paper in Workshop
on Measures of Complexity

and Chaos 2, Bryn Mawr, PA, Aug.,
1992.

A. Goldbeter,

``From periodic behavior to chaos
in biochemical systems,''

in Chaos in Chemistry and Biochemistry,
R. J. Field

and L. Gyorgyi (eds.), World Sci.
Pub., 1993, pp. 249-283.

M. F. Golden and B. E. Ydstie,

``Bifurcation analysis of drift
instabilities in adaptive

control,'' Proc. of 30th Contr.
Decis. Conf., Brighton, England,

Dec. 1991, pp. 1108-1109.

G. Goldsztein and S. H. Strogatz,

``Stability of synchronization
in networks of digital

phase-locked loops,'' Int'l J.
of Bifur. Chaos, 5, pp. 983-990,

1995.

M. F. Golnaraghi and F. C. Moon,

``Experimental evidence for chaotic
response in a feedback

system," J. of Dynam. Sys. Measur.
Contr., 113, pp. 183-187,

1991.

L. Gonick,

``Science Classics,'' Discover,
April 1994, pp. 92-93.

G. A. Gonzalez,

``Controlling chaos of an uncertain
Lozi system via adaptive

techniques,'' Int'l J. of Bifur.
Chaos, 5, pp. 559-562, 1995.

G. A. Gonzalez, M. I. Troparevsky
and C. E. D'Attellis,

``A remark on chaotic behaviour
in adaptive control systems,''

IEEE Trans. on Auto. Contr., 39,
pp. 2145-2148, 1994.

P. Gora abd A. Boyarsky,

``An algorithm to control chaotic
behavior in one-dimensional

maps,'' Comput. Math. Appl., 31,
pp. 13-22, 1996.

W. J. Grantham and A. M. Athalye,

``Discretization chaos: feedback
control and transition to

chaos,'' Control and Dynamic Sys.,
34, pp. 205-277, 1990.

G. R. Gray, A. T. Ryan, G. P. Agrawal
and E. C. Gage,

``Optical-feedback-induced chaos
and its control in

semiconductor lasers,'' Proc. of
the SPIE - The Int'l Society

for Optical Engr, 2039, pp. 45-57,
1993.

G. L. Gray and M. C. Stabb,

``Chaos in controlled, gravity
gradient satellite pitch

dynamics via the method of Melnikov,''
Advances in the

Astronautical Sciences, 82, part
1, pp. 147-165, 1993.

S. J. Guastello,

Chaos, Catastrophe, and Human Afairs:
Applications of

Nonlinear Dynamics to Work, Organization,
and Social Evolution,

LEA Pub., Mahwah, NJ, 1995, pp.
122-123.

J. Guemez and M. A. Matias,

``Control of chaos in unidimensional
maps,''

Phys. Lett. A, 181, pp. 29-32,
1993.

J. Guemez and M. A. Matias,

``Modified method for synchronizing
and cascading chaotic

systems,'' Phys. Rev. E, 52, pp.
R2145-R2148, 1995.

N. Gupte and R. E. Amritkar,

``Synchronization of chaotic orbits:
The influence of unstable

periodic orbits,'' Phys.
Rev. E., 48, pp. 1620-1623, 1993.

N. Gupte and R. E. Amritkar,

``Enhancing chaos in chaotic maps
and flows,''

Phys. Rev. E., 54, pp. 4580-4585,
1996.

J. M. Gutierrez, A. Iglesias, J.
Guemez and M. A. Matias,

``Suppression of chaos through
changes in the system variables

through Poincare and Lorenz return
maps,''

Int'l J. of Bifur. Chaos, 6, pp.
1351-1362, 1996.

P. Yu. Guzenko,

``Gradient control of Henon map
dynamics,'' in Control of

Complex Systems, A. L. Fradkov
and A. A. Stotsky (eds.),

Preprint IPME 125, Saint-Petersburg,
1995, pp. 69-73.

P. Yu. Guzenko,

``Gradient control of one and two
dimensional discrete-time

systems,'' Proc. of Int. Conf.
on Fractals and Chaos in Chemical

Engineering, Rome, Sept. 1996,
pp.103-104.

P. Yu. Gusenko,

``Discrete adaptive control of
Rossler system,''

Proc. of 5th Int. Student Olympiad
on Automatic control,

St. Petersburg, Russia, Oct 1996,
pp.36-41.

P. Yu. Guzenko and A. L. Fradkov

``Gradient control of Henon map
dynamics,''

Int'l J. of Bifur. Chaos,
1997.

H

A. Hagberg and E. Meron,

``Controlling domain patterns far
from equilibrium,''

Phys. Rev. Lett., 76, pp. 427-430,
1996.

Haiyan Hu,

``Controlling chaos of a periodically
forced nonsmooth mechanical

system,'' Acta Mechanica Sinica,
11, pp. 251-258, 1995.

E. K. Hall and S. V. Hanagud,

``Control of nonlinear structural
dynamic systems, chaotic

vibrations,''

J. of Guidance, Contr. and Dynamics,
16, pp. 470-476, 1993.

G. Haller and G. Stepan,

``Micro-chaos in digital control,''

J. of Nonlin. Sci., 6, pp. 415-448,
1996.

A. Hammad,

Control of Chaos in Dynamical Systems,
PhD Thesis,

Dept of Elect Engr, Univ of Southern
California, CA, 1994.

A. A. Hammad and E. A. Jonckeere,

``Taming chaos: a numerical experiment
using low-order LTI

filters,'' IEEE Trans. on Circ.
Sys., 42, pp. 111-115, 1995.

A. A. Hammad, E. A. Jonckeere, C.
Y. Cheng, S. Bhajekar and

C. C. Chieh,

``Stabilization of chaotic dynamics:
a modern control approach,''

Int'l J. of Contr., 64, pp. 663-677,
1996.

H. Hang, E. Abed and H. C. Lee,

``Robust control of a chaotic dynamical
system,''

Proc. of Amer. Contr. Conf., Chicago,
IL, 1992.

T. T. Hartley and F. Mossayebi,

``Classical control of a chaotic
system,''

First IEEE Conference on Control
Applications, New York,

11, pp. 522-526, 1992.

T. T. Hartley and F. Mossayebi,

``A classical approach to controlling
the Lorenz equations,''

Int'l J. of Bifur. Chaos., 2, pp.
881-887, 1992.

T. T. Hartley and F. Mossayebi,

``Control of Chua's circuit,''

J. of Circ. Sys. Comput., 3, pp.
173-194, 1993.

T. T. Hartley and F. Mossayebi,

``On the control of an array of
Chua's systems,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1536-1539.

S. Hayes and C. Grebogi,

``Coding information in the natural
complexity of chaos,''

Proc. of SPIE, Vol. 2038: Chaos
in Communications, 1993,

pp. 1-9.

S. Hayes and C. Grebogi,

``Digital communication using controlled
chaos: Theory and

experiment''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Atlanta, GA,

May 13-15, 1996, Vol. 3, pp. 170-173.

S. Hayes, C. Grebogi and E. Ott,

``Communicating with chaos,''

Phys. Rev. Lett., 70, pp. 3031-3034,
1993.

S. Hayes, C. Grebogi, E. Ott and
A. Mark,

``Experimental control of chaos
for communication,''

Phys. Rev. Lett., 73, pp. 1781-1784,
1994.

M. Hasler,

``Synchronization principles and
and applications,''

in Circuits and Systems Tutorials,
C. Toumazou, N. Battersby

and S. Porta (eds.), IEEE Press,
New York, pp. 314-327, 1994.

M. Hasler,

``Engineering chaos for encryption
and broadband communication,''

Phil. Trans. R. Soc. Lond. A, 353,
115-126, 1995.

M. Hasler, H. Dedieu, J. Schweizer
and M. P. Kennedy,

``Synchronization of chaotic signals,''
in Nonlinear Dynamics

of Electronic Systems, A. C. Davies
and W. Schwarz (eds.), World

Scientific Pub., Singapore, pp.
244-261, 1993.

K. He and G. Hu,

``Feedback control of chaotic motions
and unstable wave packets

in a space-time-dependent system,''

Phys. Rev. E, 53, pp. 2271-2282,
1996.

R. He and P. G. Vaidya,

``Analysis and synthesis of synchronous
periodic and chaotic

systems,'' Phys. Rev. A., 46, pp.
7387-7392, 1992.

J. F. Heagy and T. L. Carroll,

``Chaotic synchronization in Hamiltonian
systems,''

Phys. Rev. E., 1994.

J. F. Heagy, T. L. Carroll and L.
M. Pecora,

``Synchronous chaos in coupled
oscillator systems,''

Phys. Rev. E., 50, pp. 1874-1885,
1994.

J. F. Heagy, T. L. Carroll and L.
M. Pecora,

``Experimental and numerical evidence
for riddled basin

in coupled chaotic systems,''

Phys. Rev. Lett., 73, pp. 3528-3531,
1994.

J. F. Heagy, T. L. Carroll and L.
M. Pecora,

``Synchronous chaos in coupled
oscillator systems,''

Phys. Rev. E, 50, pp. 1874-1885,
1994.

J. F. Heagy, T. L. Carroll and L.
M. Pecora,

``Desynchronization by periodic
orbits,''

Phys. Rev. E, 52, pp. 1253-1256,
1995.

J. F. Heagy, L. M. Pecora and T.
L. Carroll,

``Short wavelenth bifurcation and
size instabilities in coupled

oscillator systems,'' Phys. Rev.
Lett., 74, pp.4185-4188, 1995.

H. Herzel and A. Angew,

``Stabilization of chaotic orbits
by random noise,''

Math. Mech., 68, pp. 11-12, 1988.

H. Herzel and J. Freund,

``Chaos, noise and synchronization
revisited,''

Phys. Rev. E, 1995.

T. Hikihara,

``Aspect of controlling chaos for
magneto-elastic beam by

delayed feedback control,''
Int'l Congress of Theo. Appl.

Mechanics., Kyoto, Japan, Aug.
1996.

T. Hikihara,

``Controlling chaos for magneto-elastic
beam by delayed

feedback control,''

Int'l Conf. on Nonlin. Bifur. Chaos,
Lodz-Dobieszkow,

Poland, Sept 1996.

T. Hikihara and T. Kawagoshi,

``An experimental study on stabilization
of unstable

periodic motion in magneto-elastic
chaos,''

Phys. Lett. A, 211, pp. 29-36,
1996.

L. M. Hively,

``Anomalous tokamak transport and
turbulence control,''

Fusion Technology, 24, pp. 127-128,
Aug. 1993.

M.-C. Ho, J.-L. Chern and D.-P.
Wang,

``Creating the desired output waveform
in nonlinear

oscillators with modulations,''

Phys. Lett. A, 194, pp. 159-164,
1994.

T. Hogg and B. A. Huberman,

``Controlling chaos in distributed
systems,''

IEEE Trans. on Sys. Man. Cybern.,
21, pp. 1325-1332, 1991.

C. A. Holmes,

``Theory of chaos and control in
a nonlinear optical system,''

Phys. Lett. A, 190, pp. 382-386,
1994.

Y. Horio and K. Suyama,

``Experimental verification of
signal transmission using

synchronized SC chaotic neural
networks,''

IEEE Trans. on Circ. Sys. I., 42,
pp. 393-395, 1995.

C. C. Hsu, M. Zaghloul and H. Szu,

``CMOS circuit implementation to
control chaotic neurons,''

Proc. of World Congress on Neural
Networks, San Diego,

June 1994, pp. 684-689.

G. Hu and K. He,

``Controlling chaos in systems
described by partial

differential equations,'' Phys.
Rev. Let, 71, pp. 3794-3797,

1993.

G. Hu, L. Pivka and A. L. Zheleznyak,

``Synchronization of a one-dimensional
array of Chua's

circuits by feedback control and
noise,''

IEEE Trans. on Circ. Sys. I., 42,
pp. 736-740, 1995.

G. Hu and Z. Qu,

``Controlling spatiotemporal chaos
in coupled map

lattice systems,'' Phys. Rev. Let,
72, pp. 68-71, 1994.

G. Hu, Z. Qu and G. Chen,

``Stability criterion of a periodic
orbit - controllability

of chaos,'' J. of Beijing Normal
Univ. (Natural Science), 31,

pp. 65-70, 1995.

G. Hu, Z. Qu and K. He,

``Feedback control of chaos in
spatiotemporal systems,''

Int'l J. of Bifur. Chaos, 5, pp.
901-936, 1995

B. A. Huberman,

``The control of chaos''

Proceedings of the Fifteenth International
Workshop

``Condensed Matter Theories,''
7, pp. 23-37, 1992.

B. A. Huberman and E. Lumer,

``Dynamics of adaptive systems,''

IEEE Trans. on Circ. Sys., 37,
pp. 547-550, 1990.

A. W. Hubler,

PhD Dissertation, Department of
Physics, Technical Univ.

of Munich, Germany, 1987.

A. W. Hubler,

``Adaptive control of chaotic systems,''

Helvetica Physica Acta, 62, pp.
343-346, 1989.

A. W. Hubler and E. Luscher,

``Resonant stimulation and control
of non-linear oscillators,''

Naturwissenschaft, 76, pp. 67-69,
1989.

B. Hubinger, R. Doerner and W. Martienssen,

``Local control of chaotic motion,''

Z. Phys., B90, pp. 103-106, 1993.

B. Hubinger, R. Doerner, H. Heng
and W. Martienssen,

``Approaching nonlinear dynamics
by studying the motion of

a pendulum, III: Predictability
and control of chaotic motion,''

Int'l J. of Bifur. Chaos, 4, pp.
773-784, 1994.

B. Hubinger, R. Doerner, W. Martienssen
and M. Herdering,

``Local control of chaotic motion,''

Z. Phys., B90, pp. 103-106, 1993.

B. Hubinger, R. Doerner, W. Martienssen,
M. Herdering and

U. Dressler,

``Controlling chaos experimentally
in systems exhibiting

large effective Lyapunov exponents,''
Phys. Rev. E., 1994.

E. R. Hunt,

``Stabilizing high-period orbits
in a chaotic system -

the diode resonator,''

Phys. Rev. Lett., 67, pp. 1953-1955,
1991.

E. R. Hunt and G. Johnson,

``Keeping chaos at bay,'' IEEE
Spectrum, Nov. 1993, pp. 32-36.

E. R. Hunt and G. Johnson,

``Controlling chaos in a quasiperiodic
electronic system,''

Proc. of 2nd Experimental Chaos
Conf., 1993.

C. C. Hwang, H. Y. Chow and Y. K.
Wang,

``A new feedback control of a modified
Chua's circuit system,''

Physica D, 92, pp. 95-100, 1996.
Erratum: 102, pp. 367-368, 1997.

I

V. In, S. E. Mahan, W. L. Ditto
and M. Spano,

``Experimental maintenance of chaos,''

Phys. Rev. Lett., 74, pp. 4420-4423,
1995.

M. Itoh and H. Murakami,

``Chaos synchronization in discrete-time
dynamical systems and

secure communications,''

Proc. of 11th European Conf. on
Circ Theo. and Design,

H. Dieu (ed.), Davos, Switzerland,
Aug. 30 - Sept. 3, 1993,

pp. 611-614.

M. Itoh, H. Murakami, and L. O.
Chua,

``Experimental control of chaos
in Chua's circuit via tunnels,''

Int'l J. of Bifur. Chaos, 4, pp.
741-750, 1994.

M. Itoh, H. Murakami, and L. O.
Chua,

``Controlling chaotic motions in
Chua's circuit via tunnels,''

Proc. of IEEE Conf. on Circ. Sys.,
London, UK, Vol. 6, 1994, 89-92.

M. Itoh, H. Murakami, and L. O.
Chua,

``Signal transmissions in a chain
of Chua's circuits,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1005-1008.

J

E. A. Jackson,

``The entrainment and migration
controls of

multiple-attractor systems,''

Phys. Lett. A, 151, pp. 478-484,
1990.

E. A. Jackson,

``On the control of complex dynamic
systems,''

Physica D, 50, pp. 341-366, 1991.

E. A. Jackson,

``Controls of dynamic flows with
attractors,''

Phys. Rev. A., 44, pp. 4839-4853.

E. A. Jackson,

``OPCL migration controls between
five attractors of the Chua

system,'' Int'l J. of Bifur. Chaos,
5, pp. 1255-, 1995.

E. A. Jackson and I. Grosu,

``An open-plus-closed-loop (OPCL)
control of complex dynamic

systems,'' Physica D, 85, pp. 1-9,
1995.

E. A. Jackson and I. Grosu,

``Toward experimental implementations
of migration controls,''

Int'l J. of Bifur. Chaos, 5, pp.
1767-1772, 1995.

E. A. Jackson and A. Hubler,

``Periodic entrainment of chaotic
logistic map dynamics,''

Physica D, 44, pp. 407-420, 1990.

E. A. Jackson and A. Kodogeorgiou,

``Entrainment and migration controls
of two-dimensional maps,''

Physica D, 54, pp. 253-265, 1992.

J. K. John and R. E. Amritkar,

``Synchronization of unstable orbits
using adaptive control,''

Phys. Rev. E, 49, pp. 4843-4848,
1994.

G. A. Johnson and E. R. Hunt,

``Controlling chaos in a simple
autonomous system: Chua's

circuit,'' J. of Bifur. Chaos,
3, pp. 789-792, 1992.

J. K. John and R. E. Amritkar,

``Synchronization by feedback and
adaptive control,''

Int'l J. of Bifur. Chaos, 4, pp.
1687-1695, 1994.

G. A. Johnson and E. R. Hunt,

``Maintaining stability in Chua's
circuit driven into

regions of oscillation and chaos,''

J. Circ. Syst. Comput., 3, pp.
119-123, 1993.

G. A. Johnson and E. R. Hunt,

``Derivative control of the steady
state in Chua's

circuit driven in the chaotic region,''

IEEE Trans. on Circ. Sys. I, 40,
pp. 833-834, 1993.

G. A. Johnson, M. Locher and E.
R. Hunt,

``Stabilized spatiotemporal waves
in convectively unstable

open flow systems: coupled diode
resonators,"

Phys. Rev. E, 51, pp. R1625-1628,
1995.

G. A. Johnson, M. Locher and E.
R. Hunt,

``Stable states and kink dynamics
in a system of coupled

diode resonators," Physica D, 96,
pp. 367-437, 1996.

G. A. Johnson, T. E. Tigner, and
E. R. Hunt,

``Controlling chaos in Chua's circuit,''

J. of Circ. Syst. Comput., 3, pp.
109-117, 1993.

E. A. Jonckheere, A. Hammad, C.
Y. Chen and C. C. Chen,

``LQ control of chaos,"

Proc. of IFAC Conf. on Robust Contr.
Design, Rio Janeiro,

Brazil, Sept 1993, pp. 174-179.

E. A. Jonckheere, A. Hammad and
B. Wu,

``Chaotic disturbance rejection
-- A Kolmogorov-Sinai approach,"

Proc. of Contr. Decis. Conf., Dec.
1993, San Antorio, TX,

pp. 3578-3583.

E. A. Jonckheere and B. Wu,

``Chaotic disturbance rejection
and Bode limitation,''

Proc. American Contr. Conf., Chicago,
IL, Jun. 1992, pp. 2227-2231.

K

J. R. Kalagnanam,

``Controlling chaos: The example
of an impact oscillator,''

J. of Dynamic Systems, Measurement
and Control, 116, pp. 557-564,

1994.

E. V. Kaluyanov,

``Synchronous and stochastic self-excited
oscillations in a

transistor microwave oscillator
with delayed feedback,''

Sov. J. of Commun. Tech. Electron.,
32, p. 784, 1987.

H. Kamata, T. Endo and Y. Ishida,

``Secure communication system using
chaos via DSP implementatiom,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 112-115.

T. Kameda, K. Aihara and Y. Hori,

``Application of a TDOF controller
to chaotic dynamical systems,''

Proc. of Korean Auto. Contr. Conf.,
(1991) 1549-1552;

full version in Trans. IEEE
of Japan, 113-C (in Japanese).

W. Kang,

``Bifurcation control via state
feedback for single input systems:

Part I and Part II,'' SIAM J. of
Optim. Contr. Optimiz., 1997.

T. Kapitaniak,

``Controlling chaotic oscillators
without feedback,''

J. of Chaos, Solitons and Fractals,
2, pp. 519-530, 1992.

T. Kapitaniak,

``Analytical method of controlling
chaos in Duffing's oscillator,''

J. of Sound and Vibration, 163,
pp. 182-187, 1993.

T. Kapitaniak,

``Targeting unstable stationary
states of Chua's circuit,''

J. of Circ. Sys. Comput., 3, pp.
195-199, 1993.

T. Kapitaniak,

Controlling Chaos, Academic Press,
New York, 1996.

T. Kapitaniak,

``Uncertainty in coupled chaotic
systems: Locally intermingled

basis of attraction,'' Phys. Rev.
E, 53, pp. 6555-6557, 1996.

T. Kapitaniak, L. O. Chua and G.
Q. Zhong,

``Experimental synchronization
of chaos using continuous control,''

Int'l J. of Bifur. Chaos., 4, pp.
483-488., 1994.

T. Kapitaniak, Lj. Kocarev and L.
O. Chua,

``Controlling Chaos without Feedback,''

Int'l J. of Bifur. Chaos., 3, pp.
459-468, 1993.

T. Kapitaniak, M. Sekieta, and M.
Ogorzalek,

``Monotone synchronization of chaos,''

Int'l J. of Bifur. Chaos., 6, pp.
211-217, 1996.

C. L. Karr and E. J. Gentry,

``Control of a chaotic system using
fuzzy logic,''

Fuzzy Control Systems, A. Kandel
and G. Langholz (eds.),

CRC Press, pp. 476-496, 1993.

R. A. Katz (Ed.),

Chaotic, Fractal, and Nonlinear
Signal Processing, AIP Conf.

Proc., Vol. 375, AIP Press, New
York, 1995. 847pp.

L. R. Keefe,

``Two nonlinear control schemes
contrasted on a hydrodynamiclike

model,'' J. of Physics of Fluids
A, 5, pp. 931-947, 1993.

J. D. Keeler,

``Prediction and control of chaotic
chemical reactions via neural

network models,''

Proc. of Conf. on Artif. Intellig.
in Petroleum,

Exploration and Production, Plano,
TX, May 19-22, pp. 1-7, 1993.

M. P. Kennedy,

``Bifurcation and chaos,''

in The Circuits and Filters Handbook,
W. K. Chen (Ed.), CRC Press,

1995, pp. 1063-1089.

A. Kittel, K. Pyragas and R. Richter,

``Pre-recorded history of a system
as an experimental tool to

control chaos,'' Phys. Rev. E,
50, pp. 262-268, 1994.

A. Kittel, J. Parisi and K. Pyragas,

``Delayed feedback control of chaos
by self-adapted delay time,''

Phys. Lett. A, 198, pp. 433-436,
1995.

A. Kittel, J. Parisi, K. Pyragas
and R. Richter,

``Delayed feedback control of chaos
in an electronic double-scroll

oscillator,'' Z. Naturforsch.,
49a, pp. 843-846, 1994.

A. Kittel, J. Parisi, K. Pyragas,
and R. Richter,

``Using small continuous-time perturbations
to control chaos,''

Proc. of 1st Int'l Conf.
on Applied Synergetics and Synergetic

Engineering (ICASSE 94), Erlangen,
Germany, Jun., 1994, pp. 219-224.

A. Kittel and K. Pyragas,

``Control of chaos by continuous-time
feedback with delay,''

Proc. of 3rd Experimental Chaos
Conf., Singapore, 1995.

Lj. Kocarev,

``Chaos synchronization of high-dimensional
dynamical systems,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1009-1012.

Lj. Kocarev, K. S. Halle, K. S.
Eckert and L. O. Chua,

``Experimental demonstration of
secure communications via

chaotic synchronization,''

Int'l J. of Bifur. Chaos, 2, pp.
709-713, 1992.

Lj. Kocarev and P. A. Janjic,

``On turing instability on two
diffusely coupled systems,''

IEEE Trans. on Circ. Sys., 42,
pp. 779-784, 1995.

Lj. Kocarev and U. Parlitz,

``General approach for chaotic
synchronization with applications

to communication,''

Phys. Rev. Lett., Vol. 74, pp.
5028-5031, 1995.

Lj. Kocarev and U. Parlitz,

``Generalized synchronization,
predictability, and equivalence

of unidirectionally coupled dynamical
systems,''

Phys. Rev. Lett., 76, pp. 1816-1819,
1996.

Lj. Kocarev and U. Parlitz,

``Synchronizing spatiotemporal
chaos in coupled nonlinear

oscillators,'' Phys. Rev. Lett.,
77, pp. 2206-2210, 1996.

Lj. Kocarev, U. Parlitz, T. Stojanovski
and Lj. Panovski,

``Generalized synchronization of
chaos,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 116-119.

Lj. Kocarev, A. Shang and L. O.
Chua,

``Transitions in dynamical regimes
by driving:

a unified method of control and
synchronization of chaos,''

Int'l J. of Bifur. Chaos, 3, pp.
479-483, 1993.

P. V. Kokotovic,

``The joy of feedback: nonlinear
and adaptive,''

IEEE Control Systems Magazine,
June, 1992, pp. 7-17.

N. L. Komarova and A. Y. Loskutov,

``Stabilization of chaotic oscillations
in dynamical systems:

rigorous results,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

2037, pp. 71-80, 1994.

K. Konishi, M. Ishii and H. Kokame,

``Stabilizing unstable periodic
points of one-dimensional

nonlinear systems using delayed-feedback
signals,''

Phys. Rev. E, 54, pp. 3455-3460,
1996.

K. Konishi, H. Kawabata and Y. Takeda,

``Control of Chua's circuit by
switching a resistor,''

IEICE Trans. on Fundamentals of
Electronics,

Communications and Computer Sciences,
pp. 2116-2119, 1994.

K. Konishi and H. Kokame,

``Stabilizing and tracking unstable
focus points

in chaotic systems using a neural
network''

Phys. Lett. A, 206, pp. 203-210,
1995.

K. Konishi and H. Kokame,

``Stabilizing and tracking chaotic
orbits using a neural

network'' Proc. of Int'l Symp.
on Nonlin. Th. Appl.,

Las Vegas, Dec. 10-14, 1995, pp.
973-976.

K. Konishi and H. Kokame,

``Learning control of time-delay
chaotic systems''

Proc. of Int'l Symp. on Nonlin.
Th. Appl., Kochi, Oct. 7-9,

1996, pp. 75-78.

K. Konishi, M. Otani and H. Kokame,

``Pulse width modulated control
of chaotic systems''

IEICE Trans. on Fundamentals of
Electronics, Communications

and Computer Sciences, E79-A, pp.
381-385, 1996.

K. Konishi, Y. Shirao, H. Kawabata,
Y. Inagaki and Y. Takeda,

``Stabilizing chaotic motions in
Chua's circuit''

Proc. of Int'l Symp. on Nonlin.
Th. Appl.,

Hawaii, Dec. 5-10, 1993, pp. 815-818.

K. Konishi, Y. Shirao, H. Kawabata,
T. Nagahara and Y. Inagaki,

``Controlling chaos in the Maxwell-Bloch
equations with

time delay (laser system),''

IEICE Trans. on Fundamentals of
Electronics,

Communications and Computer Sciences,
pp. 1121-1125, 1993.

A. P. Konjukhov,

``One one method of double pendulum
swing control,''

in Control of Complex Systems,
A. L. Fradkov and A. A.

Stotsky (eds.), Preprint IPME 125,
Saint-Petersburg, 1995,

pp. 74-78.

A. P. Konjukhov, O. L. Nagibina
and O. P. Tomchina,

``Energy based double pendulum
control in periodic and chaotic

mode,'' Proc. of Conf. on Motion
Vibra. Contr. (MOVIC'96), Shiba,

Japan, Sept 1996.

A. P. Konjukhov and E. G. Protopopov.

``Oscillations control of coupled
pendula systems,''

Proc. of 5th Int'l Student Olympiad
on Automatic Control,

St. Petersburg, Russia, Oct. 1996,
pp. 75-79.

B. Kosko,

Fuzzy Engineering, Prentice-Hall,
Englewood Cliffs, NJ, 1996,

Chapter 5: ``Fuzzy Chaos and Recursive
Partitioning'' pp. 412-243.

E. J. Kostelich, C. Grebogi, E.
Ott and J. A. Yorke,

``Higher-dimensional targeting,''
Phys. Rev. E., 47, pp. 305-310,

1993.

V. Kovanis, A. Gavrielides and P.
M. Alsing,

``Taming chaos in semiconductor
lasers subject to optical

feedback,'' LEOS '93 Conf. Proceedings:
IEEE Lasers and Electro-

Optics Society Annual Meeting,
New York, NY, pp. 341-342, 1993.

A. K. Kozlov,

``The use of synchronized chaos
oscillators for transmitting

an information signal,''

Sov. Tech. Phys. Lett., 20, pp.
710--712, 1994.

A. K. Kozlov,

``Locking response in coupled phase
systems,''

Radiophys. Quantum Electronics,
36, pp. 552--554, 1994.

A. K. Kozlov and V. D. Shalfeev,

``Selection and suppresiion of
deterministic chaotic signals,''

Sov. Tech. Phys. Lett., 19, pp.769-770,
1993.

A. K. Kozlov and V. D. Shalfeev,

``Controlling chaotic oscillation
in generator with delayed

phase-locked loop,''

Appl. Nonlin. Dynamics, 2, pp.
36-48, 1994 (in Russian).

A. K. Kozlov and V. D. Shalfeev,

``Chaos in controlled generators,''

Proc. of Nonlin Dynamics of Elect.
Sys.,

M. P. Kennedy (ed.), Dublin, pp.
233-236, July 1995.

A. K. Kozlov, V. D. Shalfeev and
L. O. Chua,

``Exact synchronization of mismatched
chaotic systems,''

Int'l J. of Bifur. Chaos, 6, pp.
569-580, 1996.

M. Kraus, J. Muller, D. Lebender
and F. W. Schneider,

``Resonant chaos control by periodic
perturbations,''

Chem. Phys. Lett., 260, pp. 51-58,
1996.

G. Mayer-Kress,

``Messy future and global brains,"

in Predictability of Complex Dynamical
Systems, ed. by

Yu A. Kravtsov and J. B. Kadtke,
Springer, 1996, pp. 209-232.

D. Kugiumtzis,

``State space reconstruction parameters
in the analysis of

chaotic time series --- the role
of the time window length,''

Physica D, 95, pp. 13-28, 1996.

M. Kuroda, N. Tanaka, and Y. Kikushima,

``Neurocontrol of chaotic vibration,''
in Nippon Kikai Gakkai

Ronbunshu, C. Hen Trans.
Japan Society of Mechanical Engineers,

Part C, 59, pp. 62-69, 1993.

K. Kwak, Y. H. Yu and T. K. Lim,

``Controlling chaos in a cyclic
system with a time-delayed

feedback,'' J. of Korean Phys.
Soc., 28, pp. 60-64, 1995.

L

Y. Lai and C. Grebogi,

``Synchronization of chaotic trajectories
using control,''

Phys. Rev. E, 47, pp. 2357-2360,
1993.

Y. Lai, C. Grebogi and T. Tel,

``Controlling transient chaos in
dynamical systems,''

Towards the Harnessing of
Chaos, M. Yamaguti (Ed.), Elsevier

Sci., 1994, pp. 153-167.

Y. Lai, M. Ding and C. Grebogi,

``Controlling Hamiltonian chaos,''

Phys. Rev. E., 47, pp. 86-92, 1993.

Y. C. Lai, T. Tel and C. Grebogi,

``Stabilizing chaotic-scattering
trajectories using control,''

Phys. Rev. E, 48, pp. 709-717,
1993.

M. Lakshmanan and K. Murali,

Chaos in Nonlinear Oscillators:
Controlling and Synchronization,

World Scientific Pub., Singapore,
1996.

R. Langreth,

``Engineering dogma gives way to
chaos,''

Science, May 1992, pp. 776-778.

H. W. J. Lee, M. Paskota and K.
L. Teo,

``Mixed strategy global sub-optimal
feedback control for chaotic

systems'' Int'l J. of Bifur. Chaos,
1996.

D. Lebender, J. Mueller and F. W.
Schneider,

``Control of chemical chaos and
noise: A nonlinear neural net

based algorithm,'' J. of Phys.
Chem., 99, p. 4992, 1995.

S. Lenci and G. Rega,

``Global chaos control in a periodic
fored oscillator,''

in Nonlinear Dynamics and Control,
A. K. Bajaj and N. S.

Namachchivaya, and M. A. Franchek
(eds.), Proc. of ASME Int.

Mech. Engr. Congr., 1996, pp. 111-116.

G. A. Leonov, I. M. Burkin and A.
I. Shepeljavyi,

Frequency Methods in Oscillation
Theory, Kluwer, Boston, 1996.

J. C. G. Lesurf,

``Chaos in harness,'' Nature, 365,
pp. 604-605, 1993.

R. Lima and M. Pettini,

``Suppression of chaos by resonant
parametric perturbations,''

Phys. Rev. A, 41, pp. 726-733,
1990.

Y. Liu and L. C. Barbosa,

``Periodic locking in coupled Lorenz
systems,''

Phys. Lett. A, 197, pp. 13-18,
1995.

Y. Liu, N. Kikuchi and J. Ohtsubo,

``Controlling dynamical behavior
of a semiconductor laser with

external optical feedback,'' Phys.
Rev. E, 51, pp. 2697-2700, 1995.

Y. Liu and J. Ohtsubo,

``Controlling chaos of a delayed
optical bistable system,''

J. of Optical Review, 1, pp. 91-93,
1994.

Y. Liu and J. R. Rios Leite,

``Control of Lorenz chaos,''

Phy. Lett. A, 185, pp. 35-37, 1994.

Y. Long and M. M. Bayoumi,

``Feedback stabilization: control
Lyapunov functions

modelled by neural networks,''

Proc. of 32nd Contr. Decis. Conf.,
San Antonio,

TX, Dec. 1993. pp. 2812-2814.

S. R. Lopes and A. C.-L. Chian,

``Controlling chaos in nonlinear
three-wave coupling,''

Phy. Rev. E, 54, pp. 170-174, 1996.

M. N. Lorenzo, I. P. Marino, V.
P.-Munuzuri, M. A. Matias

and V. P.-Villar,

``Synchronization waves in arrays
of driven chaotic systems,''

Phys. Rev. E, 54, pp. R3094-R3097,
1996.

A. Y. Loskutov,

``Dynamics control of chaotic systems
by parametric

destochastization,''

J. of Phys. A, 26, pp. 4581-4594,
1993.

A. Y. Loskutov and A. I. Shishmarev,

``Control of dynamical systems
behavior by parametric

perturbations: an analytic approach,''

J. of Chaos, 4, pp. 391-395, 1994.

``Stabilization of chaotic dynamics
of one-dimensional maps

by a cycle parametric transformation,''

Int'l J. of Bifur. Chaos, 6, pp.
725-735, 1996.

C. Lourenco and A. Babloyantz,

``Control of chaos in networks
with delay: a model for

synchronization of cortical tissue,''

Neural Computation, 6, pp. 1141-1154,
1994.

R. Lozi,

``Secure communications via chaotic
synchronization in Chua's

circuit: numerical analysis of
the errors of the recovered

signal,'' Proc. of IEEE Int'l Symp.
on Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 684-687.

R. Lozi and L. O. Chua,

``Secure communications via chaotic
synchronization, II:

Noise reduction by cascading two
identical receivers,''

Int'l J. of Bifur. Chaos, 3, pp.
1319-1325, 1993.

W. Lu and R. G. Harrison,

``Controlling chaos using continuous
interference feedback:

proposal for all optical devices,''

J. of Optics Communications, 109,
pp. 457-461, 1994.

R. Luce and J. P. Kernevez,

``Controllability of Lorenz equation,''

Int'l Series on Numerical
Mathematics

Vol. 97, 1991, Birkhauser, Boston,
MA, pp. 257-261.

M

R. S. MacKey,

``Some thoughts on chaos in engineering,''

Towards the Harnessing of Chaos,
M. Yamaguti (Ed.), Elsevier

Sci., 1994, pp. 73-82.

B. Macke et al.

``Stabilization of unstable stationary
states in optical

bistability,'' Phys. Rev. A, 47,
pp. 1609-1611, 1993.

R. N. Madan (Ed.),

Chua's Circuit: A Paradigm for
Chaos,

World Scientific Pub., Singapore,
pp. 449-542, 1993.

N. A. Magnitskii,

``On the stabilization of fixed
points of chaotic mappings,''

Doklady Math., Vol. 54, pp. 175-177,
1996.

N. A. Magnitskii,

``On the stabilization of stationary
points of chaotic dynamical

systems,'' Doklady Math.,
Vol. 55, pp. 610-612, 1997.

G. Malescio,

``Noise and synchronization in
chaotic systems,''

Phys. Rev. E, 53, pp. 6551-6554,
1996.

G. Malescio,

``Synchronization of the Lorenz
system through continuous

feedback control,'' Phys. Rev.
E, 53, pp. 6566-6568, 1996.

I. M. Y. Mareels and R. R. Bitmead,

``Non-linear dynamics in adaptive
control: chaotic and

periodic stabilization,'' Automatica,
22, pp. 641-655, 1986.

I. M. Y. Mareels and R. R. Bitmead,

``Non-linear dynamics in adaptive
control: chaotic and

periodic stabilization - II: analysis,''

Automatica, 24, pp. 485-497, 1988.

A. Yu. Markov,

``Adaptive control of chaotic motions
of Chua circuit,''

Proc. of the 4th Int'l Student
Olympiad on Automatic

Control (Baltic Olympiad). Abstracts.
St. Petersburg

Informatics and Control Society,
1995, pp. 17-19.

A. Yu. Markov,

``Financial time series prediction
with chaotic adaptive and

nearest neighbours Methods,'' in
Control of Complex Systems,

A. L. Fradkov and A. A. Stotsky
(Eds.), Preprint IPME 125,

Saint-Petersburg, 1995, pp. 105-113.

A. Yu. Markov and A. L. Fradkov,

``Adaptive synchronization of chaotic
systems,''

Proc. of Int. Conf. on Fractals
and Chaos in Chemical

Engineering, Rome, Sept 1996, pp.
153-154.

A. Yu. Markov, A. L. Fradkov and
G. S. Simin,

``Adaptive synchronization of chaotic
generators based on

tunnel diodes,''

Proc. of IEEE Conf. on Decis. Contr.,
Kobe, Japan, Dec. 1996,

pp.2177-2182.

L. Markus,

``Controllability of multi-trajectories
on Lie groups,''

Lecture Notes in Mathematics, No.
898, Springer-Verlag,

New York, 1981, pp. 250-265.

A. J. Markworth,

``Deterministic chaos theory and
its applications to materials

science,'' Materials Research Bulletin,
p. 20, July 1995.

M. A. Matias and J. Guemez,

``Stabilization of chaos by proportional
pulses in the system

variables,'' Phys. Rev. Lett.,
72, pp. 1455-1462, 1994.

M. A. Matias and J. Guemez,

``Chaos suppression in flows using
proportional pulses in the

system variables,'' Phys. Rev.
E, 54, pp. 198-209, 1996.

R. Martin, A. J. Scroggie, G. -L.
Oppo and W. J. Firth,

``Stabilization, selection, and
tracking of unstable patterns

by Fourier space techniques,''

Phys. Rev. Lett., 77, pp. 4007-4010,
1996.

A. I. Mees,

Dynamics of Feedback Systems. Wiley,
Chichester, 1981.

A. I. Mees,

``Chaos in feedback systems,''
in Chaos, A. V. Holden (ed.),

Princeton Univ. Press, RI, 1986,
pp. 99-110.

A. I. Mees,

``Reconstraction of nonlinear systems,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 1-4.

A. I. Mees and K. Judd,

``Modeling noisy chaotic systems,''

in Proc. of Workshop on Diff. Eqs.
Chaos, Wiley, New York, 1996.

N. J. Mehta and R. M. Henderson,

``Controlling chaos to generate
aperiodic orbits,''

Phys. Rev. A, 44, pp. 4861-4865,
1991.

R. Mettin, A. Hubler, A. Scheeline
and W. Lauterborn,

``Parametric entrainment control
of chaotic systems,''

Phys. Rev. E, 51, pp. 4065-4075,
1995.

R. Mettin and G. Mayer-Kress,

``Chaotic attractors from homotopoc
mixing of vector fields,''

Int'l J. of Bifur. Chaos, 6, pp.
395-408, 1996.

R. Meucci, M. Coifini and R. Abbate,

``Suppressing chaos in lasers by
negative feedback,''

Phys. Rev. E, 53, pp. R5537-R5540,
1996.

A. S. Mikhailov and A. Yu. Loskutov,

{\sl Foundations of Synergetics
II: Chaos and Noise,

Section 6.5, Springer, Berlin,
1996.

V. Milanovic and M. E. Zaghloul,

``Synchronization of chaotic neural
networks for secure

comminications,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 28-31.

V. Milanovic and M. E. Zaghloul,

``Synchronization of chaotic neural
networks and applications

to comminications,'' Int'l J. of
Bifur. Chaos, 6, pp. 2571-2585,

1996.

D. V. Minh,

``Method of controlling chaos in
laser equations''

Phys. Rev. E, 47, pp. 714-717,
1993.

J. M. G.-Miranda,

``Synchronization of symmetric
chaotic systems,''

Phys. Rev. E, 53, pp. 5656-5669,
1996.

K. Mitsubori and T. Saito,

``Synchronization of chaos in simple
circuits with dependent

switched capacitor,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 125-128.

J. L. Moiola and G. Chen,

Hopf Bifurcation Analysis: A Frequency
Domain Approach,

World Scientific Pub., Singapore,
1996, Chaps. 6-7.

J. L. Moiola and G. Chen,

``On the birth of multiple limit
cycles in nonlinear systems,''

Int'l J. of Bifur. Chaos, 6, pp.
2587-2603, 1996.

F. C. Moon,

Chaotic Vibration. Wiley, New York,
1987, pp. 89-91.

F.C. Moon,

``Coming to grips with chaos,''
Nature, 355, 1992, p. 675.

F. C. Moon, M. A. Johnson and W.
T. Holmes,

``Controlling chaos in a two-well
oscillator,''

Int'l J. of Bifur. Chaos, 6, pp.
337-347, 1996.

J. E. Moreira, F. W. S. Lima and
J. S. Andrade, Jr.,

``Controlling chaos by pinning
neurons in a neural network,''

Phys. Rev. E, 52, pp. 2129-2132,
1995.

O. Morgul and E. Solak,

``Observer based synchronization
of chaotic systems,''

Phys. Rev. E, 54, pp. 4803-4811,
1996.

O. Morgul and E. Solak,

``On the synchronization of chaotic
systems by using state

observers,'' Int'l J. of Bifur.
Chaos, 1997.

F. Moss,

``Chaos under control,''

Nature, August 1994, pp. 596-597.

F. Mossayebi, H. K. Qammar and T.
T. Hardly,

``Adaptive estimation and synchronization
of chaotic systems,''

Phys. Lett. A., 161, 1991, pp.
255-262.

G. J. Mpitsos and R. M. Burton,
Jr.,

``Convergence and divergence in
neural networks:

processing of chaos and biological
analogy,''

Neural Networks, 5, pp. 605-625,
1992.

D. Minreh,

``Method of controlling chaos in
laser equations,''

Phys. Rev. E, 47, pp. 714-717,
1993.

K. Murali and M. Lakshmanan,

``Controlling of chaos in the driven
Chua's circuit,''

J. of Circ. Syst. Comput., 3, pp.
125-137, 1993.

K. Murali and M. Lakshmanan,

``Transmission of signals by synchronization
in a chaotic

Van der Pol-Duffing oscillator,''

Phys. Rev. E., 48, pp. 1624-1626,
1993.

K. Murali and M. Lakshmanan,

``Chaotic dynamics of the driven
Chua's circuit,''

IEEE Trans. on Circ. Sys., I, 40,
pp. 836-840 , 1993.

K. Murali and M. Lakshmanan,

``Synchronizing chaos in driven
Chua's circuit,''

Int'l J. of Bifur. Chaos, 3, pp.
1057-1066, 1993.

K. Murali, M. Lakshmanan and L.
O. Chua,

``Controlling and synchronization
of chaos in the simplest

dissipative non-autonomous circuit,''

Int'l J. of Bifur. Chaos, 5, pp.
563-571, 1995.

N

Y. Nagai, X. D. Hua and Y. C. Lai,

``Controlling on-off intermittent
dynamics,''

Phy. Rev. E, 54, pp. 1190-1199,
1996.

S. Nakagawa and T. Saito,

``A simple hysteresis chaos generator
and its control,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, WA,

April 30 - May 3, 1995, pp. 1468-1471.

A. Namajunas and K. Pyragas,

``Controlling high-period orbits
in Rabinovich chaotic oscillator,''

Proc. of 2nd Annual Seminar on
Nonlinear Phenomena in Complex

Systems, Polatsk, Belarus, February
15-17, Saint-Petersburg,

pp.196-203, 1993.

A. Namajunas, K. Pyragas and A.
Tamasevicius,

``Stabilization of an unstable
steady state in a Mackey-Glass

system,'' Phys. Lett. A, 204, pp.255-262,
1995.

A. Namajunas, K. Pyragas and A.
Tamasevicius,

``Analog techniques for modeling
and controlling the Mackey-Glass

system,'' Int'l J. of Bifur. Chaos,
1996, in press.

A. H. Nayfeh, A. M. Harb and C.
M. Chin,

``Bifurcations in a power system
model,''

Proc. of IEEE Int'l Symp. on Circ.
Sys., Seattle, April 30 -

May 4, 1995, pp. 283-286.

J. Neff and T. L. Carroll,

``Circuits that get chaos in sync,''

Scientific American, Agu. 1993,
pp. 120-122.

T. C. Newell, P. M. Alsing, A. Gavrielides
and V. Kovanis,

``Synchronization of chaotic diode
resonators by occasional

proportional feedback,''
Phys. Rev. Lett., 72, pp. 1647-1650,

1994.

T. C. Newell, P. M. Alsing, A. Gavrielides
and V. Kovanis,

``Synchronization of chaos by occasional
proportional feedback,''

Phys. Revf. E, 49, pp. 313-318,
1994.

H. Nijmeijer and H. Berghuis,

``On Lyapunov control of the Duffing
equation,''

IEEE Trans. on Circ. Sys., 42,
473-477, 1995.

Y. Nishio, K. Suzuki, S. Mori, and
A. Ushida,

``Synchronization in mutually coupled
chaotic circuits,''

Proc. of 11th European Conf. on
Circ. Theo. and Design

H. Dieu (ed.), Davos, Switzerland,
Aug. 30 - Sept. 3, 1993,

pp. 637-642.

Y. Nishio and A. Ushida,

``Spatiotemporal chaos in four
chaotic circuits coupled by one

resistor,'' Proc. of IEEE Symp.
on Circ. Sys., Seattle, WA,

June 1995, pp. 1472-1475.

Y. Nishio and A. Ushida,

``On synchronization phenomena
in coupled chaotic circuits

networks,'' Proc. of IEEE Int'l
Symp. on Circ. Sys., Atlanta,

GA, May 13-15, 1996, Vol. 3, pp.
92-95.

Y. Nishio and A. Ushida,

``Quasi-synchronization phenomena
in chaotic circuits coupled

by one resistor,'' IEEE Trans.
on Circ. Sys., I, 43,

pp. 491-496, 1996.

G. Nitsche and U. Dressler,

``Controlling chaotic dynamical
systems using time delay

coordinates,'' Physica D, 58, pp.
153-164, 1991.

O

N. Oketani and T. Ushio,

``Chaotic synchronization of globally
coupled maps with an

application in communication,''

Int'l J. of Bifur. Chaos, 6, pp.
2145-2152, 1996.

N. Oketani, T. Ushio and K. Hirai,

``Decentralized control of chaos
in nonlinear networks,''

Phys. Lett. A., 198, pp. 327-332,
1995.

A. Oksasoglu and T. Akgul,

``Chaotic masking scheme with a
linear inverse system,''

Phys. Rev. Lett., 75, pp. 4595-4597,
1995.

M. J. Ogorzalek,

``Taming chaos --- part I: synchronization,
part II: control,''

IEEE Trans. Circuits. Syst., 40,
pp. 693-706, 1993.

M. J. Ogorzalek,

``Chaos control techniques: A study
using Chua's circuit,''

in Nonlinear Dynamics of Electronic
Systems, A. C. Davies

and W. Schwarz (eds.), World Scientific
Pub., Singapore,

pp. 89-101, 1993.

M. J. Ogorzalek,

``Controlling chaos in electronic
circuits,''

Proc. of Royal Society, A, London,
1994.

M. J. Ogorzalek,

``How to avoid chaos or take advantage
of it,''

J. of Franklin Institute, B331,
pp. 681-704, 1994.

M. J. Ogorzalek and M. Adachi,

``Control strategies for spatial-temporal
systems and neural

networks,'' Proc. of IEEE Int'l
Symp. on Circ. Sys., Atlanta,

GA, May 13-15, 1996, Vol. 3, pp.
9-11.

M. J. Ogorzalek and H. Dedieu,

``Chaos control techniques for
signal processing,''

IEEE Workshop on Nonlin. Sign.
Proc., Neos Marmaras, Greece,

June 1995.

M. J. Ogorzalek, Z. Galias and L.
O. Chua,

``Exploring chaos in Chua's circuit
via unstable periodic

orbits,'' IEEE Int'l Symp. Circ.
Sys., Chicago, IL, May,

1993, pp. 2608-2611.

M. J. Ogorzalek, Z. Galias and A.
Dabrowski,

``Chaotic waves and spatio-temporal
patterns in large arrays

of doubly-coupled Chua's circuits,''
1995.

M. J. Ogorzalek, Z. Galias, A. Dabrowski
and W. Dabrowski,

``Wave propagation, pattern formation
and memory effects in

large arrays of interconnected
chaotic circuits,''

Int'l J. of Bifur. Chaos, 6, pp.
1859-1871, 1996.

T. Ogawa and T. Endo,

``Stabilization of the saddle type
periodic points in PLL

equation by the OGY-control method,''

Trans. of IIEICE A, pp. 1701-1707,
1994.

T. Ogawa and T. Endo,

``Stabilization of the saddle-type
periodic points in

phase-locked loop equation by the
OGY-control method,''

Electronics Comm. Japan, Part III,
78, pp. 41-48, 1995.

A. Oksasoglu and T. Akgul,

``A linear inverse system approach
in the context of chaotic

communications,'' IEEE Trans.
on Circ. Sys., 44, pp. 75-79,

1997.

F. Ohle,

``No-feedback control and slaving
principle in intermittent

wake flows,'' Chaos, Solitons,
Fractals, 5, pp. 1871-1880, 1995.

A. V. Oppenheim, K. M. Cumo, R.
J. Barron and A. E. Freedman,

``Channel equalization for communication
with chaotic signals,''

in Chaotic, Fractal, and Nonlinear
Signal Processing,

R. A. Katz (Ed.), AIP Press, New
York, 1995, pp. 289-301.

A. V. Oppenheim, G. W. Wornell,
S. H. Isabelle and K. M. Cuomo,

``Signal processing in the context
of chaotic signals,''

Proc. of IEEE Int'l Conf. on ASSP,
4, pp. 117-120, 1992.

K. Otawara and L. T. Fan,

``Controlling chaos with an artificial
neural network,''

Proc. of IEEE Int'l Conf. on Fuzzy
Systems., New York,

pp. 1943-1948, 1995.

K. Otawara and L. T. Fan,

``Synchronizing high-dimensional
chaos by an artificial neural

network,'' Proc. of 35th Conf.
on Decis. Contr., Kobe, Japan,

Dec. 1996, pp. 2183-2184.

E. Ott,

``Recent developments in chaotic
dynamics,''

IEEE Conference Record - Abstracts.
1993 IEEE Int'l Conf. on

Plasma Science, New York, NY, pp.
214-, 1993.

E. Ott,

Chaos in Dynamical Systems, Cambridge
University Press, pp. 145-148,

1993.

E. Ott, C. Grebogi, and J. A. Yorke,

``Controlling chaos,''

Phys. Rev. Lett., 64, pp. 1196-1199,
1990.

E. Ott, C. Grebogi, and J. A. Yorke,

``Controlling chaotic dynamical
systems,''

in Chaos, D. K. Campbell (Ed.),
Amer. Inst. of Phys.,

New York, 1990, pp. 153-172.

E. Ott, T. Sauer and J. Yorke,

Coping with Chaos, Wiley, New York,
1994.

E. Ott and M. Spano,

``Controlling chaos,''

in Chaotic, Fractal, and Nonlinear
Signal Processing,

R. A. Katz (Ed.), AIP Press, New
York, 1995, pp. 92-103.

P

J. Parisi, R. Badii, E. Brun, L.
Flepp, C. Reyl, R Stoop,

O. E. Rossler, A. Kittel and R.
Richter,

``Explicit realization of chaos
control in an NMR-laser experiment,''

J. of Zeitschrift fur Naturforschung,
Teil A, 48A, pp. 627-628,

1993.

U. Parlitz,

``Estimating model parameters from
time series by

autosynchronization,'' Phys. Rev.
Lett., 76, pp. 1232-1235, 1996.

U. Parlitz, L. O. Chua, Lj. Kocarev,
K. S. Hale and A. Shang,

``Transmission of digital signals
by chaotic synchronization,''

Int'l J. of Bifur. Chaos, 2, pp.
973-977, 1992.

U. Parlitz and S. Ergezinger,

``Robust communication based on
chaotic speading sequences,''

Phys. Lett. A, Vol. 188, pp. 146-150,
1994.

U. Parlitz, L. Junge and Lj. Kocarev,

``Synchronization-based parameter
estimation from time series,''

Phys. Rev. E, 54, pp. 6253-6259,
1996.

U. Parlitz, L. Junge and W. Lauterborn,

``Experimental observation of phase
synchronization,''

Phys. Rev. E, Vol. 54, pp. 2115-2117,
1996.

U. Parlitz and Lj. Kocarev,

``Multichanel communication using
autosynchronization,''

Int'l J. of Bifur. Chaos, 6, pp.
581-588, 1996.

U. Parlitz, Lj. Kocarev, T. Stojanovski,
and H. Preckel,

``Encoding messages using chaotic
synchronization,''

Phys. Rev. E, Vol. 53, pp. 4351-4361,
1996.

P. Parmananda, M. A. Rhode, G. A.
Johnson, R. W. Rollins,

H. D. Dewald, and A. J. Markworth,``Stabilization
of unstable

steady states in an electrochemical
system using derivative

control'', Phys. Rev. E, 49, 5007--5011,
1994.

P. Parmananda, R. W. Rollins, P.
Sherard and H. Dewald,

``Recursive proportional-feedback
and its use to control

chaos in an electrochemical cell'',

Proc. of 2nd Conf. on Experimental
Chaos,

World Scientific Press, River Ridge,
NJ, 1995.

S. Parthasarathy and S. Sinha,

``Controlling chaos in unidimensional
maps using constant

feedback,'' Phys. Rev. E, 51, pp.
6239-6242, 1995.

M. Paskota,

``Targeting in chaotic dynamical
systems,'' Proc. of the

IEEE Int'l Symp. on Circ. Sys.,
Seatle, WA, April 29-May3,

1995, pp. 1183-1186.

M. Paskota,

``On local control of chaos: the
neighborhood size,''

Int'l J. of Bifur. Chaos, 6, pp.
169-178, 1996.

M. Paskota, A. I. Mees and K. L.
Teo,

``Stabilizing higher periodic orbits,''

Int'l J. of Bifur. Chaos, 4, pp.
457-460, 1994.

M. Paskota, A. I. Mees and K. L.
Teo,

``On control of chaos: higher periodic
orbits,''

Dynamics and Control, 5, pp. 265-387,
1995.

M. Paskota, A. I. Mees and K. L.
Teo,

``Directing orbits of chaotic dynamical
systems,''

Int'l J. of Bifur. Chaos, 5, pp.
573-583, 1995.

M. Paskota, A. I. Mees and K. L.
Teo,

``Geometry of targeting of chaotic
systems,''

Int'l J. of Bifur. Chaos, 5, pp.
1167-1173, 1995.

M. Paskota, A.I. Mees and K.L. Teo,

``Directing orbits of chaotic systems
in the presence

of noise: feedback correction,''
Dynamics and Control,

1996.

M. Paskota, K.L. Teo and A.I. Mees,

``Combined controls for noisy chaotic
systems,''

Proc. of NFS/DIST Workshop on Control
and Chaos,

Hawaii, USA, July 1995, Birkhauser,
Boston, MA, 1996.

L. M. Pecora,

``Overview of chaos and communication,''
Proc. of SPIE

Chaos Commun., July 1993, San Diego,
CA, p.2.

L. M. Pecora and T. L. Carroll,

``Synchronization in chaotic systems,''

Phys. Rev. Lett., 64, pp. 821-824,
1990.

L. M. Pecora and T. L. Carroll,

``Driving systems with chaotic
signals,''

Phys. Rev. A, 44, pp. 2374-2383,
1991.

L. M. Pecora and T. L. Carroll,

``Pseudoperiodic driving: using
chaos to eliminate multiple

period behavior,''

Phys. Rev. Lett., 67, p. 945, 1991.

L. M. Pecora and T. L. Carroll,

``Driving systems with chaotic
signals,''

Proc. of 1st Experimental Chaos
Conf., Oct., 1991, p. 212.

L. M. Pecora and T. L. Carroll,

``Drving systems with chaotic signals,''

Proc. of ICASSP Conf., San Diego,
CA, March 1992, p. 389.

L. M. Pecora and T. L. Carroll,

``Chaos, communications and signal
processing,''

Proc. of SPIE Conf., San Diego,
CA, 1992, p. 389.

L. M. Pecora and T. L. Carroll,

``Using chaos to eliminate multiple
periodic behavior,''

Phys. Rev. A., 48, p. 2426, 1993.

B. Peng, V. Petrov and K. Showalter,

``Controlling chemical chaos,''

J. of Phys. Chem, 95, pp. 4957-4959,
1991.

G. Perez and H. A. Cerdeira,

``Extracting messages masked by
chaos,''

Phys. Rev. Lett., 74, pp. 1970-1973,
1995.

D. W. Peterman, M. Ye and P. E.
Wigen,

``High frequency synchronization
of chaos,''

Phys. Rev. Lett., 74, pp. 1740-1742,
1995.

I. Peterson,

``Chaotic systems that stay in
step,''

Science News, Narch 1990, p. 191.

I. Peterson,

``Ribbon of chaos: researchers
develop a lab technique

for snatching order out of chaos,''

Science News, 139, Jan., 1991,
pp. 60-61.

I. Peterson,

``Achieving control of chaos at
high speeds,''

Science News, Oct. 1991,
p. 229.

I. Peterson,

``Adding chaos to achieve synchrony,''

Science News, October 1991, p.
239.

I. Peterson,

``How to get order out of stirring
things up,''

Science News, Nov. 1993, p. 229.

V. Petrov, M. F. Crowley and K.
Showalter,

``An adaptive control algorithm
for tracking unstable periodic

orbits,'' Int'l J. of Bifur. Chaos,
4, pp. 1311-1317, 1994.

V. Petrov, V. Gaspar, J. Masere
and K. Showalter,

``Controlling chaos in the Belousov-Zhabotinsky
reaction,''

Nature, 361, pp. 240-243, 1993.

V. Petrov, M. F. Schatz, K. A. Muehlner,
S. J. VanHook,

W. D. McCormick, J. B. Swift and
H. L. Swinney,

``Nonlinear control of remote unstable
states in a liquid bridge

convection experiment,''
Phys. Rev. Lett., 77, pp. 3779-3781,

1996.

V. Petrov, Bo Peng and K. Showalter,

``A map-based algorithm for controlling
low-dimensional chaos,''

J. of Chem. Phys., 96, pp. 7506-7513,
1992.

M. Pettini,

``Controlling chaos through parametric
excitations,''

in Dynamics and Stochastic Processes,
R. Lima, L. Streit and

R. V. Mendes (Eds.), Springer-Verlag,
New York, 1990, pp. 242-250.

C. K. Pham, M. Korehisa and M. Tanaka,

``Chaotic behavior and synchronization
phenomena in a novel

chaotic transistors circuit,''

IEEE Trans. on Circ. Sys. I, Vol.
43, pp. 1006-1011, 1996.

C. Piccardi,

``On taming chaos using LTI filters,''

IEEE Trans. on Circ. Sys. I, 43,
pp. 431-432, 1996.

C. Piccardi and L. L. Ghezzi,

``Optimal control of a chaotic
map: Fixed point stabilization

and attractor confinement," Int'l
J. of Bifur. Chaos, 1996.

G. Picci and T. J. Taylor,

``Generation of Gaussian processes
and linear chaos,''

Proc. of 31st Contr. Decis. Conf.,
Tucson, AZ, Dec. 1992,

pp. 2125-2131.

D. Pierson and F. Moss,

``Detecting periodic unstable points
in noisy chaotic and

limit cycle attractors with applications
to biology,''

Phys. Rev. Lett., 75, pp. 2124-2127,
1995.

B. B. Plapp and A. W. Hubler,

``Nonlinear resonance and suppression
of chaos in

the rf-biased Josephson junction,''

Phys. Rev. Lett., 65, pp. 2302-2305,
1990.

G. Poddar, K. Chakrabarty and S.
Banerjee,

``Control of chaos in the boost
converter,''

Electronics Lett., 31, pp. 841-842,
1995.

G. Poddar, K. Chakrabarty and S.
Banerjee,

``Experimental control of chaotic
behavior of buck

converter,'' IEEE Trans. on Circ.
Sys., 42, 502-504, 1995.

A. Yu Pogromsky,

``Identification and control of
chaotic continuous-time systems,''

in Design of Nonlinear Oscillating
Systems, G. A. Leonov

and A. L. Fradkov (Eds.), Saint-Petersburg,
Academy of Sciences

of Russia, 1994, pp. 48-61.

A. Yu. Pogromsky,

``Identification based adaptive
control of chaotic continuous-time

systems,'' IFAC Conf. on System
Structure and Control, Nantes,

1995, pp. 629-634.

A. Yu. Pogromsky,

``Stochastic and regular motion
in system with `yawn',''

IFAC Symp. on Nonlinear Control
Systems, Tahoe City, USA, 1995,

pp. 411-415.

A. Yu. Pogromsky,

``Nonlinear/adaptive control of
chaotic systems,''

in Control of Complex Systems,
A. L. Fradkov and A. A. Stotsky

(Eds.), Preprint IPME 125, Saint-Petersburg,
1995, pp. 64-68.

L. Poon and C. Grebogi,

``Controlling complexity,''

Phys. Rev. Lett., 75, pp. 4023-4026,
1995.

C. T. Possio and L. pellegrini,

``The influence of Hopf bifurcation
degeneracies on the dynamic

behavior of a non-ideal PI controlled
CSTR,''

Int'l J. of Bifr. Chaos, 6, pp.
1255-1266, 1996.

S. D. Prado and M. A. M. de Aguiar,

``Chaotic-to-regular transition
in a semiclassical electron gas,''

Phy. Rev. E, 54, pp. 1369-1377,
1996.

K. Pyragas,

``Continuous control of chaos by
self-controlling feedback,''

Phys. Lett. A., 170, pp. 421-428,
1992.

K. Pyragas,

``Continuous control of chaos by
self-controlling feedback:

stabilization of unstable periodic
and aperiodic orbits,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

2037, pp. 148-159, 1993.

K. Pyragas,

``Predictable chaos in slightly
perturbed unpredictable chaotic

systems,'' Phys. Lett. A,
181, pp. 203-210, 1993.

K. Pyragas,

``Stabilization of unstable periodic
and aperiodic orbits of

chaotic systems by self controlling
orbits,''

Z. Naturforsch., 48A, pp. 629-632,
1993.

K. Pyragas,

``Control of chaos via extended
delay feedback,''

Phys. Lett. A, 206, pp. 323-330,
1995.

K. Pyragas,

``Control of chaos by extended
time-delay feedback,''

in Noise in Physical Systems and
1/f Fluctuations,

V. Bareikis and R. Katilius (Eds.),
World Scientific Pub.,

Singapore, pp. 697-700, 1995.

K. Pyragas,

``Weak and strong synchronization
of chaos,''

Phys. Rev. E, 54, pp. R4508-R4511,
1996.

K. Pyragas and A. Tamasevicius,

``Experimental control of chaos
by delayed self-controlling

feedback,'' Phys. Lett. A, 180,
pp. 99-102, 1993.

K. Pyragas and A. Tamasevicius,

``Continuous controlling chaos,''

Proc. of 2nd Annual Seminar on
Nonlinear Phenomena in

Complex Systems, Polatsk, Belarus,
February 15-17, 1993,

Saint-Petersburg, pp.187-195, 1993.

Q

H. K. Qammar and F. Mossayebi,

``System identification and model-based
control of a chaotic

system,'' Int'l J. of Bifur. Chaos,
4, pp. 843-851, 1994.

H. K. Qammar, F. Mossayebi and L.
Murphy,

``Dynamical complexity arising
in the adaptive control of a

chaotic system,'' Phy. Lett. A.,
179, 1993, pp. 279-283.

F. Qin, E. E. Wolf and H.-C. Chang,

``Controlling spatiotemporal patterns
on a catalytic wafer,''

Phys. Rev. Lett., 72, pp. 1459-1462,
1994.

Z. Qu, G. Hu and B. Ma,

``Controlling chaos via continuous
feedback,''

Phys. Lett. A, 178, pp. 265-270,
1993.

Z. Qu, G. Hu, G. Yang and G. Qin,

``Phase effect in taming nonautonomous
chaos by weak harmonic

perturbations,'' Phys. Rev. Lett.,
74, pp. 1736-1739, 1995.

R

G. Radons,

``Suppression of chaotic diffusion
by quenched disorder,''

Phys. Rev. Lett., 77, pp. 4748-4751,
1996.

S. Rajasekar,

``Controlling of chaos by weak
periodic perturbations in

Duffing-van der Pol oscillator,''

Pramana J. of Phys., 41, pp. 295-309,
1993.

S. Rajasekar,

``Controlling of chaotic motion
by chaos and noise signals in

a logistic map and a Bonhoeffer-van
der Pol oscillator,''

Phys. Rev. E, 51, pp. 775-778,
1995.

S. Rajasekar and M. Lakshmanan,

``Controlling of chaos in Bonhoeffer-Van
der Pol oscillator,''

Int'l J. of Bifur. Chaos, 2, pp.
201-204, 1992.

S. Rajasekar and M. Lakshmanan,

``Algorithms for controlling chaotic
motion: application for

the BVP oscillator,'' Physica D,
67, pp. 282-300, 1993.

S. Rajasekar and M. Lakshmanan,

``Bifurcation, chaos and supression
of chaos in FitzHugh-Nagumo

nerve conduction model equation,''

J. of Theor. Biol., 166, pp. 275-288,
1994.

V. Raman and R.-W. Liu,

``Design of nonchaotic feedback
systems,''

Proc. of Twenty-Sixth Annual Allerton
Conf. on Commun. Contr.

Comput., 1, pp. 331-317, 1988.

P. E. Rapp, A. I. Mees and C. T.
Sparrow,

``Frequency encoded biochemical
regulation is more accurate

than amplitude dependent control,''

J. of Theor. Biol., 90, pp. 531-544,
1981.

A. Regal,

``A gentle scheme for unleashing
chaos,''

Science, Vol. 268, June 1995, p.
1848.

M. D-Restituto, M. Linan and A.
R-Vazquez,

``IC design for spread spectrum
communication exploiting chaos,''

Proc. of IEEE Int'l Sump.
on Circ. Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 178-181.

C. Reyl, L. Flepp, R. Badii and
E. Brun,

``Control of NMR-laser chaos in
high-dimensional embedding space,''

Phys. Rev. E, 47, pp. 267-272,
1993.

D. Reznik and E. Scholl,

``Oscillation modes, transient
chaos and its control in a

modulation-doped semiconductor
double-heterostructure,''

Zeitschrift fur Physik B, 91, pp.
309-316, 1993.

M. A. Rhode, R. W. Rollins, A. J.
Markworth, K. D. Edwards,

K. Nguyen, C. S. Daw and J. F.Thomas,

``Controlling chaos in a model
of thermal pulse combustion,''

J. of Applied Physics, 78, pp.
2224-2232, 1995.

M. A. Rhode, R. W. Rollins and C.
A. Vassiliadis,

``Adaptive learning to control
chaos'',

Proc. of 26th Southeastern Symposium
on System Theory,

Los Alamitos, CA, 1994, pp. 638-642.

M. A. Rhode, J. Thomas, R. W. Rollins
and A. J. Markworth,

``Automated adaptive recursive
control of unstable orbits in

high-dimensional chaotic systems,''

Phys. Rev. E, 54, pp. 4880-4887,
1996.

J. Roger and C. Sun,

``Predicting chaotic time series
with fuzzy if-then rules,''

Proc. of 2nd IEEE Int'l Conf. on
Fuzzy Sys., 1993,

pp. 1079-1084.

R. W. Rollins, P. Parmananda and
P. Sherard,

``Controlling chaos in highly dissipative
systems: A simple

recursion algorithm,'' Phys. Rev.
E, 47, pp. 780-783, 1993.

F. J. Romeiras, C. Grebogi and W.
P. Dayawansa,

``Controlling chaotic dynamical
systems,''

Proc. of Amer. Contr. Conf., New
York, NY, 2, pp. 1113-1119,

1991.

F. J. Romeiras, C. Grebogi, E. Ott
and W. P. Dayawansa,

``Controlling chaotic dynamic systems,''

Physica D, 58, pp. 165-192, 1992.

M. G. Rosenblum, A. S. Pikovsky
and J. Kurths,

``Phase synchronization of chaotic
oscillators,''

Phys. Rev. Lett., 76, pp. 1804-1808,
1996.

M. T. Rosenstein and J. J. Collins,

``Visualizing the effects of filtering
chaotic signals,''

Comput. Graphics, 18, pp. 587-592,
1994.

R. Roy, T. W. Murphy, T. D. Maier,
Z. Gills and E. R. Hunt,

``Dynamical control of a chaotic
laser: Experimental

stabilization of a globally coupled
system,''

Phys. Rev. Lett., 68, pp. 1259-1262,
1992.

R. Roy and K. S. Thornburg,

``Experimental synchronization
of chaotic lasers,''

Phys. Rev. Lett., 72, pp. 2009-2012,
1994.

R. Roy, Z. Gills and K. S. Thornburg,

``Controlling chaotic lasers,''

Optics & Photonics News, May
1994, pp. 8-15.

D. Rubio,

``Boundary control for the chaotic
flow of a thermal convection

loop,'' Proc. of 34th Contr. Decis.
Conf., New Orleans, LA, Dec

13-15, 1995, pp. 3734-3737.

D. Rubio, S. D. Olds and L. C. V.
Beisgen,

``Nonlinear control for a chaotic
system,''

Appl. Mech. in the Americas, L.
A. Godoy et al. (eds.),

Vol. II, pp. 537-541, 1995.

N. F. Rul'kov, M. M. Sushchik, L.
S. Tsimring and H. D. I. Abarbanel,

``Generalized synchronization of
chaos in directionally coupled

chaotic systems,'' Phys. Rev. E,
51, pp. 980-994, 1995.

N. F. Rul'kov, L. S. Tsimring and
H. D. I. Abarbanel,

``Tracking unstable orbits in chaos
using dissipative feedback

control,'' Phys. Rev. E, 50, pp.
314-324, 1994.

N. F. Rul'kov, A. R. Volkovskii,
A. R-lozano, E. D. R\'io and

M. G. Velarde,

``Mutual synchronization of chaotic
self-oscillators with

dissipative coupling,''

Int'l J. of Bifur. Chaos, 2, pp.
669-676, 1992.

D. W. Russelll,

``Using the boxes methodology as
a possible stabilizer of Lorenz

chaos,'' in Artificial Intellignece
--- Sowing Seeds for the

Future, C. Zhang, J. Debenham and
D. Lukose (Eds.), World

Scientific Pub., Singapore, 1994,
pp. 338-345.

A. T. Ryan, G. P. Agrawal, G. R.
Gray, and E. E. Gage,

``Optical-feedback-induced chaos
and its control in multimode

semiconductor-lasers,'' IEEE
J. of Q. Electr., Vol. 30,

pp. 668-679, 1994.

S

T. Saito, K. Jin'no and K. Kohari,

``Controlling chaos and artificial
neuron,''

Proc. of IEEE Int'l Conf. on Neural
Networks,

Orlando, FL, June 28 -- July 2,
1994, 1935-1938.

T. Saito and Y. Matsumoto,

``Chaos, torus and synchronization
from three coupled relaxation

oscillators,'' IEEE Trans. on Circ.
Sys., I, 41, pp. 754-759, 1994.

T. Saito and K. Mitsubori,

``Rigorous and realistic control
of piecewise linear chaos,''

Proc. of IEEE Conf. on Circ. Sys.,
London, UK, Vol. 6, 1994,

pp. 81-84.

T. Saito and K. Mitsubori,

``Control of chaos from a piecewise
linear hysteresis circuit,''

IEEE Trans. on Circ. Sys., I, 42,
1995, pp. 168-172.

T. Saito, H. Torikai, and K. Jin'no,

``Synchronization and control of
chaos by occasional linear

connection,''

Proc. of the IEEE Int'l Symp. on
Circ. Sys., Seattle, WA,

April 29 - May 3, 1995, pp. 1013-1016.

M. M. Sarigul-Klijn, R. Ramesh,
and E. R. Wood,

``Application of two chaos methods
to higher harmonic control

data,'' J. of American Helicopter
Society, 38, pp. 68-77, 1993.

M. Sauer and F. Kaiser,

``Synchronized spatiotemporal chaos
and spatiotemporal on-off

intermittency in a nonlinear ring
cavity,''

Phy. Rev. E, 54, pp. 2468-2473,
1996.

H. T. Savage, W. L. Ditto, P. A.
Braza,

M. L. Spano, S. N. Rauseo and W.
C. Spring,

``Crisis-induced intermittency
in a parametrically driven,

gravitationally buckled, magnetoelastic
amorphous ribbon experiment,''

J. of Appl. Phys., 67, pp. 5919-5923,
1990.

S. J. Schiff, K. Jerger, D. H. Duong,
T. Chang, M. L. Spano and

W. L. Ditto,

``Controlling chaos in the brain,''
Nature, August 1994, pp. 615-620.

F. W. Schneider, R. Blittersdorf,
A. Foerster, T. Hauck,D. Lebender

and J. Mueller,

``Continuous control of chemical
chaos by time delayed feedback,''

J. of Phys. Chem., 97, p. 12244,
1993.

E. Scholl and K. Pyragas,

``Tunable semiconductor oscillator
based on self-control of chaos

in the dynamic Hall effect,'' Europhys.
Lett., 24, pp. 159-164, 1993.

E. Scholl, K. Pyragas, D. Cooper
and R. Dottling,

``Tuning of semiconductor oscillators
by chaos control,''

Semicond. Sci. Technol., 9, pp.
559-563, 1994.

R. Schreier,

``On the use of chaos to reduce
idle-channel tones in delta-sigma

modulators,'' IEEE Trans. on Circ.
Sys., 41, pp. 539-547, 1994.

M. P. Schroeder,

``Chaos, control, and the reduction
of blade fatigue,''

Proc. of 16th Annual Energy - Sources
Tech. Conf., Houston,

TX, 1993, p. 99.

H. G. Schuster, E. Niebur, E. R.
Hunt, G. A. Johnson and M. Locher,

``Parametric feedback resonance
in chaotic systems,''

Phys. Rev. Lett., 76, pp. 400-403,
1996.

I. B. Schwartz,

``Control and prediction in seasonally
driven epidemic models,''

in Predictability and nonlinear
modeling in Natural Sciences

and Economics, J. Grasman and G.
van Straten (eds.), Kluer

Dordrect, 1994, pp. 216-228.

I. B. Schwartz and I. Triandaf,

``Tracking unstable orbits in experiments:
A new continuation

method,'' Phys. Rev. A, 46, pp.
7439-7444, 1992.

I. B. Schwartz and I. Triandaf,

``A comparison of model independent
control and tracking with

standard control techniques,''

SPIE Proc. on Chaos in Optics,
R. Roy (ed.), pp. 220-238, 1993.

I. B. Schwartz and I. Triandaf,

``Control and prediction in seasonally
driven epidemics,''

Proc. of Nonlinear Science, A.
V. Holden (ed.), June 1994.

I. B. Schwartz and I. Triandaf,

``Controlling unstable states in
reaction-diffusion systems

modeled by time series,'' Phys.
Rev. E, 50, pp. 2548-2552, 1994.

I. B. Schwartz and I. Triandaf,

``Detecting motion on center manifolds
from a time series:

an example,'' Proc. of IEEE Int'l
Symp. on Circ. Sys., Seattle,

WA, April 29 - May 3, 1995, pp.
1187-1190.

I. B. Schwartz and I. Triandaf,

``Sustaining chaos by using basin
boundary saddles,''

Phys. Rev. Lett, 77, pp. 4740-4743,
1996.

J. Schweizer, M. P. Kennedy, M.
Gasler and H. Dedieu,

``Synchronization theorem for a
chaotic system,''

Int'l J. of Bifur. Chaos, 5, pp.
297-302, 1995.

J. Schweizer and M. Hasler,

``Multiple access communications
using chaotic signals,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 108-111.

C. D. Schwieters and H. Rabitz,

``Optimal control of nonlinear
classical systems with application

to unimolecular dissociation reactions
and chaotic potentials,''

Phys. Rev. A, 44, pp. 5224-5238,
1991.

V. D. Shalfeev and A. K. Kozlov,

``Using feedback to target chaos
in controlled generators,''

Proc. of Dynamic and Stochastic
Wave Phenomena,

S. N. Gurbatov and V. D. Shalfeev
(eds.), Nizhny Novgorod,

June, 1994, p.110.

V. D. Shalfeev and A. K. Kozlov,

``Controlling pattern formation
in a CNN of Chua's circuits,''

Int'l J. of Bifur. Chaos, 6, pp.
2127-2144, 1996.

S. W. Shaw,

``The suppression of chaos in periodically
forced oscillators,''

in Nonlinear Dynamics in Engineering
Systems, W. Schiehlen

(ed.), Proc. of IUTAM Symp., Stuttgart,
Germany, Aug. 21-25, 1989,

Springer-Verlag, 1990.

A. Scheeline and A. Hubler,

``Controlling chaos in a chemical
oscillator,''

Proc. of the SPIE - The Int'l Society
for Optical Engr., 2037,

pp. 139-141, 1994.

J. A. Sepulchre and A. Babloyantz,

``Controlling chaos in a network
of oscillators,''

Phys. Rev. E, 48, pp. 945-950,
1993.

M. Sekieta and T. Kapitaniak,

``Practical synchronization of
chaos via nonlinear feedback

scheme,'' Int'l J. of Bifur. Chaos,
6, pp. 1901-1907, 1996.

J. C. Shin, S.-I. Kwun and Y. Kim,

``Experimental tracking of unstable
orbits in driven diode

resonator by weak coupling,''

Int'l J. of Bifur. Chaos, 6, pp.
769-774, 1996.

T. Shinbrot,

``Chaos: unpredictable yet controllable?''

Nonlinear Sciences Today, 3, pp.
1-8, 1993.

T. Shinbrot, L. Bresler and J. M.
Ottino,

``Control of transport in a chaotic
lattice,''

Physica D, 93, pp. 191-209, 1996.

T. Shinbrot and J. M. Ottino,

``A geometric method to create
coherent structures in chaotic

flows,'' Phys. Rev. Lett., 71,
pp. 843-847, 1993.

T. Shinbrot, E. Ott, C. Grebogi
and J. A. Yorke,

``Using chaos to direct trajectories
to targets,''

Phys. Rev. Lett., 65, pp. 3215-3218,
1990.

T. Shinbrot, E. Ott, C. Grebogi
and J. A. Yorke,

``Using chaos to direct orbits
to targets in systems described

by a one-dimensional map,''

Phys. Rev. A, 45, pp. 4165-4168,
1992.

T. Shinbrot, E. Ott, C. Grebogi
and J. A. Yorke,

``Using the sensitive dependence
of chaos (the ``butterfly

effect'') to direct trajectories
in an experimental chaotic

system,'' Phys. Rev. Lett., 68,
pp. 2863-2866, 1992.

T. Shinbrot, E. Ott, C. Grebogi
and J.A. Yorke,

``Using small perturbations to
control chaos,''

Nature, 363, pp. 411-417, 1993.

T. Shinbrot, C. Grebogi, E. Ott
and J.A. Yorke,

``Using chaos to target stationary
states of flows,''

Phys. Lett. A, 169, pp. 349-354,
1992.

K. M. Short,

``Steps toward unmasking secure
communication,''

Int'l J. of Bifur. Chaos, 4, pp.
959-977, 1994.

K. M. Short,

``Unmasking a modulated chaotic
communications scheme,''

Int'l J. of Bifur. Chaos, 6, pp.
367-375, 1996.

K. Showalter,

``Bringing order out of chaos,''

Chemistry in Britain, p. 202, March
1995.

F. H. L. da Silva, J. P. Pijn and
W. J. Wadman,

``Dynamics of local neuronal networks:
control parameters

and state bifurcations in epileptogenesis,''
Chap. 24, in

{\sl Progress in Brain Research,
Vol. 102, J. van Pelt

et al. (eds), Elsevier Sci. Pub.,
pp. 359-370, 1994.

R. Singh, P. S. Moharir and V. M.
Maru,

``Mutual and self-compouning of
chaotic systems,''

Int'l J. of Bifur. Chaos, 6, pp.
759-767, 1996.

S. Sinha, R. Ramaswamy, and S. S.
Rao,

``Adaptive control in nonlinear
dynamics,''

Physica D, 43, pp. 118-128, 1990.

J. Singer, Y. Wang and H. Bau,

``Controlling a chaotic system,''

Phy. Rev. Lett., 66, pp. 1123-1125,
1991.

J. Singer, Y. Wang and H. Bau,

``Controlling chaos in a thermal
convection loop,''

J. of Fluid Mech., 237, pp. 479-498,
1992.

P. So and E. Ott,

``Controlling chaos using time
delay coordinates via stabilization

of periodic orbits,'' Phys. Rev.
E, 51, pp. 2955-2962, 1995.

D. J. Sobiski,

The Feedback Kalman Filter, Chaos,
and Simultaneous Multiple

Access of a Single Channel, PhD
Dissertation, Cornall Univ.,

May 1996.

J. E. S. Socolar, D. W. Sukow and
D. J. Gauthier,

``Stabilizing unstable periodic
orbits in fast dynamical systems,''

Phy. Rev. E., 50, pp. 3245-3248,
1994.

R. V. Sole and L. M. de la Prida,

``Controlling chaos in discrete
neural networks,''

Phys. Lett. A 199, pp. 65-69, 1995.

M. Spano and W. L. Ditto,

``Controlling chaos,''

in The Chaos Paradigm: Developments
and Applications in Engr.

and Sci., R. A. Katz (ed.), AIP
Press, New York, 1994, pp. 137-156.

M. Stampfle,

``Controlling chaos through iteration
sequences and interpolation

techniques,'' Int'l J. of Bifur.
Chaos, 4, pp. 1697-1701, 1994.

I. M. Starobinets and A. S. Pikovsky,

``Multistep method for controlling
chaos,''

Phys. Lett. A, 181, pp. 149-152,
1993.

I. Starobinets and A. Pikovsky,

``Multistep method for controlling
chaos,''

Proc. of the SPIE - The Int'l Society
for Optical Engr.,

2037, pp. 142-147, 1994.

D. P. Stoten and M. di Bernardo,

``Application of the minimal control
synthesis algorithm to the

control and synchronization of
chaotic systems,''

Int'l J. of Control, 65, pp. 925-938,
1996.

S. H. Strogatz,

``Ordering chaos with disorder,''

Nature, 378, p. 444, 1995.

J. Starret and R. Tagg,

``Control of a chaotic parametrically
driven pendulum,''

Phy. Rev. Lett., 74, pp. 1974-1977,
1995.

I. Stewart,

``Does chaos rule the cosmos?''
Discover, Nov. 1992, pp. 56-63.

T. Stojanovski, L. Kocarev and U.
Paelitz,

``Driving and synchronizing by
chaotic impulses,''

Phy. Rev. E, 54, pp. 2128-2131,
1996.

T. Stojanovski, L. Kocarev and U.
Paelitz,

``A simple method to reveal the
parameters of the Lorenz system,''

Int'l J. of Bifur. Chaos, 6, pp.
2645-2652, 1996.

N. Stollenwerk,

``Self-controlling chaos in neuromodules,''

in Supercomputing in Brain Research
- From Tomography to Neural

Networks, H. Herrmann, E. Poppel,
D. Wolf (Eds.), World

Scientific, Singapore, 1995, pp.
421-426.

N. Stollenwerk and F. Pasemann,

``Control strategies for chaotic
neuromodules,''

Int'l J. of Bifur. Chaos, 6, pp.
693-703, 1996.

S. H. Strogatz and I. Stewart,

``Coupled oscillators and biological
synchronization,''

Scientific American, December,
1993, pp. 68-75.

T. Studt,

``Finding order in chaotic mixing,''

R & D Magazine, February 1994,
pp. 82-84.

T. Sugawara, M. Tachikawa, T. Tsukamoto
and T. Shimizu,

``Observation of synchronization
in laser chaos,''

Phys. Rev. Lett, 72, pp. 3502-3505,
1994.

J. A. K. Suykens and J. Vandewalle,

``Control of a recurrent neural
network emulator for the double

scroll,'' IEEE Trans. on Circ.
Sys., I., 34, pp. 511-514, 1996.

H. Szu and R. Henderson,

``Control of chaos using neural
networks,''

IJCNN '93-Nagoya. Proc. of Int'l
Conf. on Neural

Networks, New York, 2, pp. 1781-1784,
1993.

T

O. Tai, C. Skorupka, and L. M. Pecora,

``Chaotically driven maps and destruction
of multiple period

behavior,'' Phys. Lett. A, 1994.

O. Tai, C. Skorupka, and L. M. Pecora,

``Chaotic parameter variation in
maps: pseudoperiodicity, crisis

and synchronization,''

Phys. Lett. A, 176, pp. 175-179,
1994.

S. Talwar and N. S. Namachchivaya,

``Control of chaotic systems: application
to the Lorenz equations,''

in Nonlinear Vibrations, R. A.
Ibrahim, N. S. Namachchivaya

and A. K. Bajaj (Eds.), Amer. Soc.
of Mech. Engr., New York, 1992,

pp. 47-58.

Y. Tan, X. He and S. Chen,

``Controlling chaos using modified
lyapunov exponents,''

J. of Chinese Physics Letters,
10, pp. 321-324, 1993.

Y. S. Tang, A. I. Mees and L. O.
Chua,

``Synchronization and chaos,''

IEEE Trans. on Circ. Sys., 30,
pp. 620-626, 1983.

K. S. Tang, K. F. Man and S. Kwong,

``Nonlinear dissipative control
for chaotic system,''

Proc. of Nonlinear Contr. Sys.
Design Symp., Tahoc City, CA,

June 25-28, 1995, pp. 789-794.

T. J. Taylor,

``A Tutorial on chaos in control
systems,''

Proc. of 31st Contr. Decis. Conf.,

Tucson, AZ, Dec., 1992, pp. 2102-2106,
1992.

T. Tel,

``Crossover between the control
of permanent and transient chaos,''

Int'l J. of Bifur. Chaos, 3, pp.
757-764, 1993.

A. Tesi, E. H. Abed, R. Genesio
and H. O. Wang,

``Harmonic balance analysis of
period-doubling bifurcations with

implications for control of nonlinear
dynamics,''

Automatica, 32, pp. 1255-1271,
1996.

A. Tesi, A. de Angeli and R. Genesio,

``On system decomposition for synchroning
chaos,''

Int'l J. of Bifur. Chaos, 4, pp.
1675-1685, 1994.

Y. Tian, X. Fu, Y. Wu and Y. Lu,

``Intelligent control for a class
of chaotic systems,''

2nd Int'l Conf. on Auto., Robot.
Comput. Vis., 3, pp. 1-5, 1992.

I. Tokuda, S. Kajiwara, R. Tokunaga
and T. Matsumoto,

``Recognizing chaotic time-waveforms
in terms of a parametrized

family of nonlinear predictors,''

Physica D, 95, pp. 380-395, 1996.

R. Tokunaga,

``Controlling and predicting chaotic
dynamics,''

IEEE Symp. on Emerging Technologies
and Factory

Automation, New York, NY, pp. 220-224,
1994.

H. Torikai and T. Saito,

``Occasional linear connection
for synchronization of chaos,''

IEEE Trans. on Circ. Sys. I, 43,
pp. 374-385, 1996.

Z. Toroczkai,

``Geometric method for stabilizing
unstable periodic orbits,''

Phy. Lett. A., 1994, in press.

I. Triandaf and I. B. Schwartz,

``Stochastic tracking in nonlinear
dynamical systems,''

Phys. Rev. E., 48, pp. 718-722,
1993.

I. Triandaf and I. B. Schwartz,

``Stochastic tracking in nonlinear
dynamical systems,''

SPIE Proc. on Chaos/Nonlinear Dynamics:
Methods and

Commercialization, pp. 81-92, H.
Wisniewski (ed.), 1994.

L. S. Tsimring and M. M. Sushchik,

``Multiplexing chaotic signals
using synchronization,''

Phys. Lett. A, 213, pp. 155-?,
1996.

A. A. Tsonis,

Chaos: From Theory to Applications,

Plenum Press, New York, p. 258,
1992.

U

T. Ueta and H. Kawakami,

``Composite dynamical system for
controlling chaos,''

IEICE Trans. on Fundamentals of
Electronics,

Communications and Computer Sciences,
E78, pp. 708-714, 1995.

T. Ueta, H. Kawakami and I. Morita,

``A study of the pendulum equation
with a periodic impulsive

force -- bifurcation and control,''

IEICE Trans. on Fundamentals of
Electronics,

Communications and Computer Sciences,
E78, pp. 1269-1275, 1995.

A. Unal,

``Control of chaos in nonlinear
dynamical systems,''

Mechanics and Control: Proc. of
the 3rd Workshop on Contr.

Mech., Los Angeles, CA, Jan. 22-24,
1990, pp. 445-450.

T. Ushio,

``Control for chaotic synchronization
in uniformly connected

systems,'' Proc. of Int'l Symp.
on Nonlin. Th. Appl., Hawaii,

Dec. 5-10, 1993, pp. 63-66.

T. Ushio,

``Control of chaotic synchronization
and secure communication

systems,'' Proc. of IEEE Symp.
on Emerging Tech. and Factory

Auto., 1994, pp. 231-238.

T. Ushio,

``Chaotic synchronization and controlling
chaos based on

contraction mappings,'' Phys. Lett.
A., 198, pp. 14-22, 1995.

T. Ushio,

``Control of chaotic synchronzation
in composite systems with

applications to secure communication
systems,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 500-503, 1996.

T. Ushio,

``Kimitation of delayed feedback
control in nonlinear discrete-time

systems,'' IEEE Trans. on Circ.
Sys., I, 43, pp. 815-816, 1996.

T. Ushio, H. Mori, N. Motonaka,
and S. Kodama,

``Nonlinear control of stabilization
and synchronization in chaotic

systems,'' Proc. of IEICE Spring
Conf., 1995, pp. 417-418.

T. Ushio, H. Ueda and K. Hirai,

``Controlling chaos in a switched
arrival system,''

Sys. & Contr. Lett., 26, pp.
335-339, 1995.

V

A. Vanecek and S. Clikovsky,

``Synergy of hyperbolic sets and
stabilization of chaos,"

(in Czech.), Synergetika, pp. 46-53,
Kosice 1992.

A. Vanecek and S. Clikovsky,

``Chaos synthesis via root locus,"

IEEE Trans. on Circ. Sys., 41,
pp. 59-60, 1994

A. Vanecek and S. Clikovsky,

``Synthesis of chaotic systems,"

Kybernetik, 30, pp. 73-79, 1994.

A. Vanecek and S. Clikovsky,

Control Systems: From Linear Analysis
to Synthesis

of Chaos, Prentice-Hall, the Great
Britain, 1996.

J. A. Vastano and R. D. Moser,

``Short-time Lyapunov exponent
analysis and the transition

to chaos in Taylor-Couette flow,''

J. of Fluid Mech., 233, pp. 83-118,
1991.

D. Vassiliadis,

``Parametric adaptive control and
parameter identification

of low-dimensional chaotic systems,''

Physica D, 71, pp. 319-341, 1994.

D. Veitch,

``Window of stability in control
chaos,''

IEEE Trans. on Circ. Syst.: I,
39, pp. 808-819, 1992.

P. F. M. J. Verschure,

``Chaos-based learning,''

Complex Systems, 5, pp. 359-370,
1991.

M. de S. Vieira and A. J. Lichtenberg,

``Controlling chaos using nonlinear
feedback with delay,''

Phy. Rev. E, 54, pp. 1200-1207,
1996.

M. De S. Vieira, P. Khoury, A. J.
Lichtenberg, M. A.

Lieberman and W. Wonchoba,

``Numerical and experimental studies
of self-synchronization

and synchronized chaos,''

Int'l J. of Bibur. Chaos, 2, pp.
645-657, 1992.

M. De S. Vieira, A. J. Lichtenberg,
and M. A. Lieberman,

``Self-synchronization of many
coupled oscillators,''

Int'l J. of Bifur. Chaos, 4, pp.
1563-1578, 1994.

T. L. Vincent,

``Controlling a ball to bounce
at a fixed height,''

Proc. of the Amer. Contr. Conf.,
Seattle, WA, June 21-23,

1995, pp. 842-846.

T. L. Vincent and J. Yu,

``Control of a chaotic system,''

Mechanics and Control: Proc. of
3rd Workshop on Contr.

Mech., Los Angeles, CA, Jan. 22-24,
1990, pp. 451.

T. L. Vincent and J. Yu,

``Control of a chaotic system,''

J. of Dynam. Contr., 1, pp. 35-52,
1991.

A. R. Volkovskii and N. F. Rul'kov,

``Threshold synchronization of
chaotic relaxational oscillators,''

Sov. Tech. Phys. Lett., 18, pp.
410-412, 1992.

W

M. M. Waldrop,

Complexity, the Emerging Science
at the Edge of

Order and Chaos, Science Service,
Washington, DC, 1993.

H. Wang,

Control of Bifurcations and Routes
to Chaos in

Dynamical Systems, PhD Dissertation.
Univ of Maryland,

College Park, MD, 1993.

L. Wang,

``Stable adaptive fuzzy control
of nonlinear systems,''

IEEE Trans. on Fuzzy Sys., 1, pp.
146-155, 1993.

H. O. Wang and E. H. Abed,

``Bifurcation control of chaotic
dynamical systems,''

Proc. of 2nd IFAC Nonlin. Contr.
Syst. Desig. Symp.,

Bordeaux, France, June, 1992, pp.
57-62.

H. O. Wang and E. H. Abed,

``Robust control of period doubling
bifurcations and

implications for control of chaos,''

Proc. of IEEE Conf. on Decis. Contr.,
Orlando, FL,

Dec. 13-15, 1994, pp. 3287-3292.

H. O. Wang and E. H. Abed,

``Bifurcation control of a chaotic
system,''

Automatica, 31, pp. 1213-1226,
1995.

H. O. Wang, E. H. Abed, and H. Lee,

``Robust control of a chaotic dynamical
system,''

Proc. of 1992 Amer. Contr. Conf.,
Vol. 3, Chicago, IL,

1992. pp. 2236-2237.

H. O. Wang and K. Tanaka,

``An LMI-based stable fuzzy control
of nonlinear systems and

its application to control of chaos,''

Proc. of FUZZ-IEEE, New Orleans,
Sept 8-11, 1996, pp. 1433-1438.

H. O. Wang, K. Tanaka and T. Ikeda,

``Fuzzy modeling and control of
chaotic systems,''

Proc. of IEEE Int'l Sump. on Circ.
Sys., Atlanta, GA,

May 12-15, 1996, Vol. 3, pp. 209-212.

L. Wang,

``Suppressing chaos with hysteresis
in a higher order neural

network,'' IEEE Trans. on Circ.
Sys. (II), Vol. 43, pp. 845-846,

1996.

Y. Wang, J. Singer and H.H. Bau,

``Controlling chaos in a thermal
convection loop,''

J. of Fluid Mech., 237, pp. 479-98,
1992.

J. Warncke, M. Bauer and W. Martienssen,

``Multiparameter control of high-dimensional
chaotic systems,''

Europhysics Letters, 25, pp. 323-328,
1994.

J. N. Weiss, A. Garfinkel, M. L.
Spano and W. L. Ditto,

``Chaos and chaos control in biology,''

J. of Clin. Invest., 93, pp. 1355-1360,
1994.

T. Wennekers and F. Pasemann,

``Synchrous chaos in high-dimensional
modular neural networks,''

Int'l J. of Bifur. Chaos, 6, pp.
2055-2067, 1996.

S. Wiggins,

Global Bifurcations and Chaos,
Springer-Verlag, New York,

pp. 429-439.

S. Wiggins,

``An introduction to the mechanisms
and methods for the detection

of chaos,'' in Nonlinear Mathematics
and Its Applications, P. J.

Aston (Ed.), Cambridge Univ Press,
1996, pp. 49-91.

F. Wilczek,

``An ingenious way to put chaos
to constructive purposes,''

The Scientist, May 1991, p. 18.

B. F. Wu,

Identification and Control of Chaotic
Processes --

the Kolmogorov-Sinai Entropy Approach,
Dept of Elect Engr,

Univ of Southern California, CA,
1992.

C. W. Wu and L. O. Chua,

``A simple way to synchronize chaotic
systems with

applications to secure communication
systems,''

Int'l J. of Bifur. Chaos, 3, pp.
1619-1627, 1994.

C. W. Wu and L. O. Chua,

``A unified framework for synchronization
and control of

dynamical systems,''

Int'l J. of Bifur. Chaos, 4, pp.
979-998, 1994.

C. W. Wu and L. O. Chua,

``Synchronization in an array of
linearly coupled dynamical

systems,'' IEEE Trans. on Circ.
Sys., 42, 430-447, 1995.

C. W. Wu and L. O. Chua,

``Application of Kronecker products
to the analysis of systems

with uniform linear coupling,''

IEEE Trans. on Circ. Sys., 42,
pp. 775-778, 1995.

C. W. Wu and L. O. Chua,

``On a variation of the Huberman-Lumer
adaptive scheme,''

Int'l J. of Bifur. Chaos, 6, pp.
1397-1407, 1996

C. W. Wu, T. Yang and L. O. Chua,

``On adaptive synchronization and
control of nonlinear

dynamical systems,''

Int'l J. of Bifur. Chaos, 6, pp.
455-472, 1996

C. W. Wu, G-Q. Zhong and L. O. Chua,

``Synchronizing nonautonomous chaotic
systems without

phase-locking,'' IEEE Trans. on
Circ. Sys., I, 1996.

Q. H. Wu and Y. J. Cao,

``An equivalent stochastic system
model for control of chaotic

dynamics,'' Proc. of 34th Conf.
on Decis. Contr., New Orleans,

LA, Dec. 13-15, 1995, pp. 2898-2903.

X

J. H. Xiao, G. Hu and Z. Qu,

``Synchronization of spatiotemporal
chaos and its application

to multichannel spread-spectrum
communication,"

Phys. Rev. Lett., 77, pp. 4162-4165,
1996.

Q. Xie and G. Chen,

``Synchronization stability analysis
of the chaotic Rossler

system,'' Int'l J. of Bifur. Chaos,
6, pp. 2153-2161, 1996.

D. Xu and S. R. Bishop,

``A contraction-mapping-based control
approach to stabilize

chaotic systems,''

Int'l J. of Bifur. Chaos, 5, pp.
1741-1748, 1995.

D. Xu and S. R. Bishop,

``Self-locating control of chaotic
systems using Newton

algorithm,'' Phys. Lett. A, 210,
pp. 273-278, 1996.

D. Xu and S. R. Bishop,

``Switching between orbits in a
periodic window,''

Phys. Rev. E, 54, pp. 6940-6943,
1996.

J. Xu, G. Chen and L. S. Shieh,

``Digital redesign for controlling
the chaotic Chua's circuit,''

IEEE Trans. on Aero. Elect. Sys.,
32, pp. 1488-1499, 1996.

Y

H. L. Yang and E. J. Ding,

``Synchronization of chaotic systems
and on-off intermittency,''

Phy. Rev. E, 54, pp. 1361-1365,
1996.

H. L. Yang, Z. Q. Huang and E. J.
Ding,

``Stabilization of the less stable
orbit by a tiny near-resonance

signal,'' Phy. Rev. E, 54, pp.
R5889-R5892, 1996.

J. Yang, Z. Qu, and G. Hu,

``Duffing equation with two periodic
forcings: The phase effect,''

Phys. Rev. E, 53, pp. 4402-4413,
1996.

T. Yang,

``Recovery of digital signals from
chaotic switching,''

Int'l. J. of Cir. Theor. and Appl.,
23, pp. 611-615, 1995.

T. Yang and L. O. Chua,

``Secure communication via chaotic
parameter modulation,''

IEEE Trans. on Circ. Sys., I, 43,
pp. 817-819, 1996.

T. Yang and L. O. Chua,

``Channel-independent chaotic secure
communication,''

Int'l J. of Bifur. Chaos, 6, pp.
2653-2660, 1996.

W. Yang, M. Ding, A. Mandell and
E. Ott,

``Preserving chaos: control strategies
to preserve complex

dynamics with potential relevance
to biologocal disorders,''

Phys. Rev. E, 51, pp. 102-110,
1995.

T. Yasuda and Y. Sunahara,

``Stabilization of a chaotic predator-prey
system considering

fractal boundaries,''

Proc. of 11th Triennial World Congress
of the IFAC, 3,

pp. 379-384, 1990.

C. Yau, A. K. Bajaj and O. D. I.
Nwokah,

``Active control of chaotic vibration
in a flexible

pipe conveying fluid,''

in Stability and Control of Pipes
Conveying, ASME,

Applied Mechanics Div., AMD 152,
pp. 93-108, 1992.

M. Ye, D. E. Jones and P. E. Wigen,

``Controlling chaos in a thin circular
yttrium iron garnet film,''

J. of Appl. Phys., 73, pp. 6822-6824,
1993.

M. Ye, D. W. Peterman and P. E.
Wigen,

``Controlling chaos in thin YIG
films with a time-delayed method,''

Phys. Lett., 203, pp. 23-28, 1995.

T. H. Yeap and N. U. Ahmed,

``Feedback control of chaotic systems,''

J. of Dyna. Contr., 4, pp. 97-114,
1994.

Y.-Z. Yin,

``Synchronization of chaos in a
modified Chua's circuit using

continuous control,''

Int'l J. of Bifur. Chaos, 6, pp.
2101-2117, 1996.

X. H. Yu,

``Chaos in discrete variable structure
systems,''

Proc. of 31st Contr. Decis. Conf.,
Tucson, AZ, 1992,

pp. 1862-1863.

X. H. Yu,

``Discretization chaos in the switching
control system with

finite switching values,''

Int'l J. of Bifur. Chaos, 5, pp.
1749-1755, 1995.

X. H. Yu,

``Controlling Lorenz chaos,''

Int'l J. of Sys. Sci., 27, pp.
355-359, 1996.

X. H. Yu,

``Controlling chaos in dynamical
systems using variable structure,''

Proc. of 35th Conf. on Decis. Contr.,
Kobe, Japan, Dec. 1996,

pp. 2167-2168.

Y. H. Yu, K. Kwak and T. K. Lim,

``Synchronization via small continuous
feedback,''

Phys. Lett. A, 191, pp. 233-237,
1994.

Y. H. Yu, K. Kwak and T. K. Lim,

``On-off intermittency in an experimental
synchronization process,''

Phys. Lett. A, 198, pp. 34-38,
1995.

Z

K. Zare and V. Szebehely,

``Order out of chaos in the three-body
problem: regions of escape,''

in From Newton to Chaos, ed. by
A. E. Roy and B. A. Steves,

Plenum Press, NY 1995, pp. 299-310.

H. Zhao and Y. Wang,

``Controlling chaos in coordinate-parameter
space,''

Preprints of Inst. of Theo. Phys.,
Beijing, China, pp. 1-11,

1993.

I. A. Zaulin and V. P. Ponomarenko,

``Dynamical regime and bifurcation
phenomena in nonlinear

static synchronization systems,"

Radioengineering and Electronics,
38, pp. 889-900, 1993.

\end