Nonlinear
Dynamics
of Electronic
Systems
NDES
2004
Centra de Geofisica
de
Evora,
Universidade
de
Evora,
Portugal,
May
9-13,
2004
Edited
by:
Jason A.
C.
Gallas
Mourad
Bezzeghoud
Pedro
G.
Lind
Joao
Corte
Real
Published
by
Centra de
Geofisica
de£vora
Universidade
de EvoraLargo
dosColegiais
2, 7000-803,
Portugal
UB/TIB Hannover 89 119 837 986
Contents
IInvited
Speakers
1Synchronizationandpatternrecognitionin
pulse-coupled
neuralnetworks,Hermann Haken 3
Patternformation ofdunes,
Hans Jurgen Herrmann 9
Synchronization analysis ofcouplednoncoherentoscillators,
JURGENKURTHS,MamenRomano,MarcoThiel 17 Networkdynamics:tools andexamples,
RuiVilelaMendes 22
Idealturbulence,
Alexander Sharkosvsky 34
Economicfluctuationsandstatisticalphysics: thepuzzle of large fluctuations, HARRY EUGENESTANLEY, XavierGababc,Parameswaran
Gopikrishnan,
and Vasiliki Plerou 42
II Contributed
Papers
53Nonparametric
embedding of dynamicalsystems,M. Abel and K. Ahnert 55
Nonlinearforecasting of earthquakes:adecadeofresultsandfuture work,
E. Ivo Alves 59
Innovation systemsbynonlinearnetworks,
P.Andriani,F.Conti,L.Fortuna,M.Frasca,G.Passiante,and A. Rizzo 63 Autocorrelationfunctionand powerspectrumofspiralchaosin
dynamical systems,
V.S.Anishchenko,T.E.Vadivasova,G.I.Strelkova,and G.A.Okrokvertskhov 67 A MOS circuitfortheLotka- Volterra chaotic oscillator,
Tetsuya Asai,YusukeKanazawa, Masayuki Dcebe,andYoshihitoAmemiya 71 Chaotic third-order
log-domain
filter,AlonAscoli,Orla
Feely,
and Paul Curran 75AGeneralized modulationlawfor generatingconstant-envelope spread-spectrum signalsviafrequencymodulation,
MicheleBalestra,Stefano
Santi,
Riccardo Rovatti andGianlucaSetti 79Anewphenomenon: parametricchaos,
A.L.Baranovskiand A.J. Lawrance 83
Synchronization
of chaoticcolpitts oscillators with parametermismatch,AntanasBaziliauskas,RomanasKrivickas,and ArunasTamasevicius 87 Oscilattionsinthefirst-orderrecursivedigital
filters
withmagnitude truncation,Yuriy
Bryuhanov
91Clusteringandnonlinearforecast forelectronic devicesmarketdemand,
M.Bucolo,F.Caizzone,L.Fortuna, and G.Tomarchio 95 Hardwareprototypeofthetwo-stagechaotic Colpitts oscillatorforthe UHF range, S.Bumeliene,A. Tamasevicius, G.Mykolaitis,A.Baziliauskas,andE.
Lindberg
99Comparison
betweenPerturbation andVolterramethods,Antonio Buonomoand A.Lo Schiavo 103 Bifurcationanalysisandchaotic behaviorin boost converters:
experimental
results,Donato
Cafagna
andGiuseppe
Grassi 107Generation ofchaotic beatsinamodifiedChuacircuit-Part I:dynamicbehaviour,
DonatoCa"fagnaand
Giuseppe
Grassi 111 Generationof chaotic beats ina modifiedChuacircuit-Part U:Circuitdesign,DonatoCafagnaand
Giuseppe
Grassi 115Electromagnetic synchronization ofslip,
T. Chelidze,T.Matcharashvili,and 0.Lursmanashvili 119
Analysis of weighttimeseries ofpatientswitheating disorders,
F. Cuadros and M.I. Parra 122
Homoclinic chaos incoupledChua'soscillator,
S.K. Dana, S.Chakraborty,and G.Ananthakrishna 126
Entropy-based
independencetest,AndreiaDionisio,Rui Menezes, and DianaA. Mendes 130
Syntesis of
single-transistorchaoticoscillators,Alexander S.Dmitriev,Elena V.Efremova,andAlexander D.
Khilinsky
133Amplitudemodulation anddemodulationof chaoticcarriers,
Alexander S.Dmitriev,Lev V.Kuzmin,andAntonM. Laktushkin 138
Bifurcationassociated withthe Fitzhugh-NagumoSystems,
Jorge
Duarte,LuisSilva,and J. SousaRamos 142Application ofState-SpaceTransformationsto the Noise
Analysis
ofOscillators,Thomas Falk and
Wolfgang
Schwarz 146 Conductance:fromelectrical networks,through graphs,todynamicalsystems,SaraFernandes and JoseSousa Ramos 150
Effects
o/sequence-dependent
elasticpropertiesintandemly repeated DNA,Alexandre F. daFonseca,C.P.Malta,and M.A.M. de
Aguiar
154A chaotic circuitwithferroelectric nonlinearity,
Luigi
Fortuna,MattiaFrasca,SalvatoreGraziani,
and Salvatore Reddiconto 158Spatio-temporal dynamicstowardsself-synchronizationindex,
Luigi
Fortuna,M.LaRosa,D.Nicolosi,and G. Sicurella 162Storingbinary patterns in two-dimensional networksofnonlinear systems,
ZbigniewGalias andMaciej Ogorzalek 166
Thefirst eigenvalue ofthe
Laplacian
and theground flow ofacompact surface,Clara Gracioand J. Sousa Ramos 170 Circuitmodel
of
theatmosphericresponsefunction,L.Hevesi,I.M.Janosi,A.
Kiraly
174Emergentoscillations inasystemof couplednonlinear elementswith
brokensymmetry,
V.In,A.Kho,A.R.Bulsara,J.
Neff,
B.Meadows,A.Palacios,P.Longhini,B.Ando,and S.
Baglio
178Study ofelectronic master-slave MFHN neurons,
SabirJacquir, S.Binczak, J.M.Bilbault, V.B.Kasantsev, andV.I.Nekorkin 182
Applicationofnonlineardynamical systemstoimage encryption,
KristinaKelber 186
Nonlineardynamics ofcochlearinformation processing,
A. Kernand R.Stoop 190
Synchronized firing of
Fitzhugh-Nagumo
neuronsby noise,H.Kitajimaand T. Hattori 194 Asimplechaoticcircuit withimpulsiveswitchdependingontime and state,
YoshifumiKobayashi,Hidehiro Nakano, and TosMmichi Saito 198
Abelian
Differential
Equations DefineChaosGenerator,TohruKohdaandAyaKatoh
202NumericalexperimentswithgroundonAEDtheory: Investigation ofEnergetic
Processes in DisorderedSystems,
AliakseiKonash,Paval BukaandSergej
Bagnich
206 Richsynchronization ofsimple spiking oscillators,YoshioKon'no, ToshimichiSaito,and
Hiroyuki
Torikai 210Cascadedreturn map modelsanonperiodicallyclockedCPM boost converter,
Joerg
Kruparand"WolfgangSchwarz 214 Non-authorized accesstothe chaoticcommunicationchannel basedonthepartial
approachto the inverseproblemofnon-lineardynamics,V.N. Kuleshov and M.V.Tomashevskaya 219
Two-stage impulsive controlforthesynchronization ofchaoticsystems,
K.Li,Y.C.Soh,and Z.G. Li 223
On the Mechanisms behindChaos,
ErikLindberg 227
Generalmechanismforsuppression
ofhomoclinic
chaos,Alexander Loskutov and ArsenJanoev 231 On the existenceofperiodicsolutionstothe
equation
ofaforcednonlinear oscillator,OlegMakarenkov 235
Synchronizability
ofpower-lawandfractally
coupleddynamical
networks,Mate Marodi 238
Excitation-reshaping-induced
chaoticescapefromapotential well,J.A.Martfnezand R.Chacon 242
Coupled
piecewise
linear maps:fromcoherencetoclustering,IrynaMatskiv and Yuri Maistrenko 246
Co-movements andthresholdadjustment forthePortugueseandU.S. stock marketvolatility,
Rui MenezesandNuno B.Ferreira 250
Performancesofunknown inputobserversforchaoticLPVmaps
inastochasticcontext,
Gilles Millerioux and JamalDaafouz 255
Quantitativemethodsforthe characterizationof complex surfacestructures,
Alejandro
Moraand Maria Haase 259Imageprocessingwithacellularnonlinear network,
S.Morfu,P.
Marqui,
and J.M.Bilbault 263 SchemesofPolynomial Equationsthat CharacterizetheVariationalBehaviour,F.L.Neerhoff andP.vander Kloet 267
Identification of BifurcationParameters in Boost PFCCircuit,
MohamedOrabiandTamotsuNinomiya 271
Onthe start-upbehaviorof singularly perturbedharmonic oscillators,
Marcus Prochaska andWolfgangMathis 276
Reconstructionofdrivenandcoupled time-delaysystemsfromtime series,
M.D.Prokhorov,A.S. Karavaev, and V.I. Ponomarenko 280
Conductance andnoncommutativedynamical systems,
Carlos Correia Ramos, NunoMartins,and Jose Sousa Ramos 284
Antiphasetoin-phase synchronizationincoupledChua'soscillators,
P.K.
Roy
and S.K.Dana 288Limitcyclesinautonomoustwo-dimensionalfirstorder recursivedigital
filters
with nonlinear adderwithoutquantization,
D.V.
Rudykh,
M.V.Lebedev,and A.L. Priorov 292Complex DynamicsofaTwo-cavity KlystronOscillator withDelayed Feedback,
N.M.Ryskinand A.M.Shigaev 296 D/Aconverters anditeratedfunctionsystems,
ToshimichiSaito, JunyaShimakawa, andHiroyukiTorikai 300 Thetime-seriesmodellingand circuitimplementation
from time-frequencydomainspecifications,
F. Acar Savaci andNalan Ozkurt 304
CollapseandCoexistence ofDuck Solution inaCircuitDrivenbyan
ExtremelySmall PeriodicForce,
MunebisaSekikawa,NaohikoInaba, Tetsuya
Yoshinaga,
and Hiroshi Kawakami 308Topologicalinvariantsin amodelofa
time-delayed
Chua'scircuit,R. Severino, A. Sharkovsky,J. SousaRamosand S.
Vinagre
312F}actal analysis ofX-raychestimages,
Maciej
H.Slomczynski
and Bozena Swidzinska 316Sympatric specificationinan
age-structured
population livingonalattice,Adriano 0. Sousa 320
Complexitymeasuresfornonlinear electronicsystems:
CommentontheShiner-Davison-Landsbergmeasure,
R.Stoop,N.Stoop,A.Kern,and W: H. Steeb 324
VHF and UHF chaoticColpittsoscillators,
A.Tamasevicius,G.
Mykolaitis,
S.Bumeliene,R.Krivickas,andE.Lindberg 328Variability ofinterburstintervalsin2Dslow-fastmapsforneural responses,
GouheiTanaka and
Kazuyuki
Aihara 332Controllingthechaoticcolpittsoscillatorby alteringitsoscillation energy,
V.Tereshko,R.Chacdn,andJ.Carballar 336
Spuriousstructures inrecurrenceplotsinducedby embedding,
M.Thiel,M.C.Romano, and J. Kurths 340 Fractalpropertiesof chaotic
dynamical
systemsin reversetime and itsapplication fordataencryption,
A.I.Tomashevskiyand M.V.Kapranov 344
BifurcationincurrentcoupledBVPoscillators,
Shigeki
Tsuji,TetsushiUeta,and Hiroshi Kawakami 348AnAspect ofOscillatoryConditions in LinearSystemsandHopfBifurcations
inNonlinearSystems,
Tetsushi Uetaand H. Kawakami 352
FloquetNumbers andDynamic Eigenvalues,
P.vander Kloet and F.L. Neerhoff 356
Synchronizationin modelsof discretephaseoscillators,
AnnaVasylenko,Yu.Maistrenko,M. Hasler 360
Applicationoffractal analysisin detectionofbonestructurechanges,
Michal Wroblewski and BozenaSwidzinska 364
AnExtendedBernoulliMapDrivenby Dynamic Thresholding,
KenjiYanoand
Kiyoshi
Tanaka 368Optimalmulti-userchaos-shift-keyingcommunication systems,
Ji Yao 372
Heart Tissueas aDynamicalSystem,
E.ZhuchkovaandA.Loskutov 376 A ModelforThe 'Chaotic'Oscillations
of
Congenital NystagmusChristopher
M. Harrisand David L.Berry
380Index