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- Rao, RKA; Yeragani, VK

Decreased chaos and increased nonlinearity of heart rate time series in patients with panic disorder*AUTONOMIC NEUROSCIENCE-BASIC & CLINICAL*

- Grygiel, K; Szlachetka, P

Dynamics and synchronization of linearly coupled Kerr oscillators*JOURNAL OF OPTICS B-QUANTUM AND SEMICLASSICAL OPTICS*

- Jevtic, N; Schweitzer, JS; Cellucci, CJ

Nonlinear time series analysis of northern and southern solar hemisphere daily sunspot numbers in search of short-term chaotic behavior*ASTRONOMY & ASTROPHYSICS*

- Iasemidis, LD; Pardalos, P; Sackellares, JC; Shiau, DS

Quadratic binary programming and dynamical system approach to determine the predictability of epileptic seizures*JOURNAL OF COMBINATORIAL OPTIMIZATION*

- Lisi, F; Villi, V

Chaotic forecasting of discharge time series: A case study*JOURNAL OF THE AMERICAN WATER RESOURCES ASSOCIATION*

- Schurz, H

Moment attractivity, stability and contractivity exponents of stochastic dynamical systems*DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS*

- Dhamala, M; Lai, YC; Kostelich, EJ

Analyses of transient chaotic time series - art. no. 056207*PHYSICAL REVIEW E*

- Kandrup, HE; Sideris, IV

Chaos and the continuum limit in the gravitational N-body problem: Integrable potentials - art. no. 056209*PHYSICAL REVIEW E*

- Ghosh, A; Kumar, VR; Kulkarni, BD

Parameter estimation in spatially extended systems: The Karhunen-Loeve andGalerkin multiple shooting approach - art. no. 056222*PHYSICAL REVIEW E*

- Bag, BC; Banik, SK; Ray, DS

Noise properties of stochastic processes and entropy production - art. no.026110*PHYSICAL REVIEW E*

- Popovych, O; Maistrenko, Y; Mosekilde, E

Loss of coherence in a system of globally coupled maps - art. no. 026205*PHYSICAL REVIEW E*

- Kostelich, EJ

Bootstrap estimates of chaotic dynamics - art. no. 016213*PHYSICAL REVIEW E*

- Bologna, M; Grigolini, P; Karagiorgis, M; Rosa, A

Trajectory versus probability density entropy - art. no. 016223*PHYSICAL REVIEW E*

- Shi, PL; He, DH; Kang, W; Fu, WJ; Hu, G

Chaoslike behavior in nonchaotic systems at finite computation precision -art. no. 046310*PHYSICAL REVIEW E*

- Lopez-Castillo, A; de Oliveira, CR

Chaotic versus random ionization - art. no. 047202*PHYSICAL REVIEW E*

- van Beijeren, H; Latz, A; Dorfman, JR

Chaotic properties of dilute two- and three-dimensional random Lorentz gases. II. Open systems - art. no. 016312*PHYSICAL REVIEW E*

- He, D; He, C; Jiang, LG; Zhu, HW; Hu, GR

Chaotic characteristics of a one-dimensional iterative map with infinite collapses*IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS I-FUNDAMENTAL THEORY AND APPLICATIONS*

- Li, Z; Park, JB; Joo, YH

Chaotifying continuous-time TS fuzzy systems via discretization*IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS I-FUNDAMENTAL THEORY AND APPLICATIONS*

- Toral, R; Mirasso, CR; Hernandez-Garcia, E; Piro, O

Analytical and numerical studies of noise-induced synchronization of chaotic systems*CHAOS*

- Chen, JY; Wong, KW; Zheng, HY; Shuai, JW

Synchronizing spatiotemporal chaos by introducing a finite flat region in the local map*DISCRETE DYNAMICS IN NATURE AND SOCIETY*

- De Markus, AS

Detection of the onset of numerical chaotic instabilities by Lyapunov exponents*DISCRETE DYNAMICS IN NATURE AND SOCIETY*

- Wang, ZY; Liao, HY; Zhou, SP

Studies of the dc biased Josephson junction coupled to a resonant tank*ACTA PHYSICA SINICA*

- Lai, JW; Zhou, SP; Li, GH; Xu, DM

Synchronization of chaotics systems using occasional driving*ACTA PHYSICA SINICA*

- Philominathan, P; Neelamegam, P

Characterization of chaotic attractors at bifurcations in Murali-Lakshmanan-Chua's circuit and one-way coupled map lattice system*CHAOS SOLITONS & FRACTALS*

- Del Magno, G

Ergodicity of a class of truncated elliptical billiards*NONLINEARITY*

- Gilbert, T; Dorfman, JR; Gaspard, P

Fractal dimensions of the hydrodynamic modes of diffusion*NONLINEARITY*

- Franca, LFP; Savi, MA

Distinguishing periodic and chaotic time series obtained from an experimental nonlinear pendulum*NONLINEAR DYNAMICS*

- Nichols, JM; Virgin, LN

Practical evaluation of invariant measures for the chaotic response of a two-frequency excited mechanical oscillator*NONLINEAR DYNAMICS*

- Vicentini, E; Kokshenev, VB

On survival dynamics of classical systems. Non-chaotic open billiards*PHYSICA A*

- Mahmoud, GM; Mohamed, AA; Aly, SA

Strange attractors and chaos control in periodically forced complex Duffing's oscillators*PHYSICA A*

- Arifovic, J; Gencay, R

Using genetic algorithms to select architecture of a feedforward artificial neural network*PHYSICA A*

- Grigolini, P; Pala, MG; Palatella, L

Quantum measurement and entropy production*PHYSICS LETTERS A*

- Konishi, K

Making chaotic behavior in a damped linear harmonic oscillator*PHYSICS LETTERS A*

- Bagnoli, F; Cecconi, F

Synchronization of non-chaotic dynamical systems*PHYSICS LETTERS A*

- Berge, B; Chueshov, ID; Vuillermot, PA

On the behavior of solutions to certain parabolic SPDE's driven by Wiener processes*STOCHASTIC PROCESSES AND THEIR APPLICATIONS*

- Zheng, ZG; Hu, G

Phase desynchronization as a mechanism for transitions to high-dimensionalchaos*COMMUNICATIONS IN THEORETICAL PHYSICS*

- Shi, PL; He, DH; Fu, WL; Kang, W; Hu, G

Strange-nonchaotic-attractor-like behaviors in coupled map systems*COMMUNICATIONS IN THEORETICAL PHYSICS*

- Koussoulas, NT

Spectral moments and the analysis of chaotic systems*INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS*

- Prasad, A; Negi, SS; Ramaswamy, R

Strange nonchaotic attractors*INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS*

- Gaspard, P

Dynamical chaos and nonequilibrium statistical mechanics*INTERNATIONAL JOURNAL OF MODERN PHYSICS B*

- DiBona, GF; Jones, SY

Dynamic analysis of renal nerve activity responses to baroreceptor denervation in hypertensive rats*HYPERTENSION*

- Leandre, R; Mohammed, SEA

Stochastic functional differential equations on manifolds*PROBABILITY THEORY AND RELATED FIELDS*

- Wang, WM

Mean field bounds on Lyapunov exponents in Z(d) at the critical energy*PROBABILITY THEORY AND RELATED FIELDS*

- Gencay, R; Selcuk, F

Neural network toolbox 3.0 for use with MATLAB (TM)*INTERNATIONAL JOURNAL OF FORECASTING*

- Bridges, TJ; Reich, S

Computing Lyapunov exponents on a Stiefel manifold*PHYSICA D*

- Carre, JY; Host-Madsen, A; Bowes, KL; Mintchev, MP

Dynamics of the level of deterministic chaos associated with gastric electrical uncoupling in dogs*MEDICAL & BIOLOGICAL ENGINEERING & COMPUTING*

- Udwadia, FE; von Bremen, HF

An efficient and stable approach for computation of Lyapunov characteristic exponents of continuous dynamical systems*APPLIED MATHEMATICS AND COMPUTATION*

- Thunberg, H

Periodicity versus chaos in one-dimensional dynamics*SIAM REVIEW*

- Redaelli, S; Macek, WM

Lyapunov exponent and entropy of the solar wind flow*PLANETARY AND SPACE SCIENCE*

- Gaspard, P; Claus, I; Gilbert, T; Dorfman, JR

Fractality of the hydrodynamic modes of diffusion*PHYSICAL REVIEW LETTERS*

- Juang, C; Huang, CC; Hwang, TM; Juang, J; Lin, WW

Optoelectronic delayed-feedback and chaos in quantum-well laser diodes*OPTICS COMMUNICATIONS*

- Poon, CS; Barahona, M

Titration of chaos with added noise*PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA*

- Gilmour, I; Smith, LA; Buizza, R

Linear regime duration: Is 24 hours a long time in synoptic weather forecasting?*JOURNAL OF THE ATMOSPHERIC SCIENCES*

- Wirth, F

Asymptotic behavior of the value functions of discrete-time discounted optimal control*JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS*

- Otto, SR; Yannacopoulos, AN; Blake, JR

Transport and mixing in Stokes flow: the effect of chaotic dynamics on theblinking stokeslet*JOURNAL OF FLUID MECHANICS*

- Sun, YX; Zhang, SY

Chaotic dynamic analysis of viscoelastic plates*INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES*

- Gutkin, B

Hyperbolic magnetic billiards on surfaces of constant curvature*COMMUNICATIONS IN MATHEMATICAL PHYSICS*

- Ratto, M; Paladino, O

Controllability of start-ups in CSTRs under PI control*CHEMICAL ENGINEERING SCIENCE*

- Ghosh, A; Badiger, MV; Tapadia, PS; Kumar, VR; Kulkarni, BD

Characterization of chaotic dynamics - I: dynamical invariants of sheared polymer solutions*CHEMICAL ENGINEERING SCIENCE*

- Iglesias, PA

Tradeoffs in linear time-varying systems: an analogue of Bode's sensitivity integral*AUTOMATICA*

- Dong, WG; Huang, XY; Wu, QL

Acoustic chaos in a duct with two separate sound sources*JOURNAL OF THE ACOUSTICAL SOCIETY OF AMERICA*

- Radhakrishna, RKA; Dutt, DN; Yeragani, VK

Nonlinear measures of heart rate time series: influence of posture and controlled breathing*AUTONOMIC NEUROSCIENCE-BASIC & CLINICAL*

- Sanz, AS; Borondo, F; Miret-Artes, S

Causal trajectories description of atom diffraction by surfaces*PHYSICAL REVIEW B*

- Schittenkopf, C

On nonlinear, stochastic dynamics in economic and financial time series*STUDIES IN NONLINEAR DYNAMICS AND ECONOMETRICS*

- Barclay, KD; Klassen, GA; Young, C

A method for detecting chaos in canine myocardial microcirculatory red cell flux*MICROCIRCULATION*

- Trendafilova, I; van Brussel, H; Verbeure, B

On feature extraction for condition monitoring using time series analysis and distance techniques*INVERSE PROBLEMS IN ENGINEERING*

- Cerruti-Sola, M; Pettini, M; Cohen, EGD

Phase space geometry and stochasticity thresholds in Hamiltonian dynamics*PHYSICAL REVIEW E*

- Dunki, RM

Largest Lyapnnov-exponent estimation and selective prediction by means of simplex forecast algorithms*PHYSICAL REVIEW E*

- Matyas, L; Tel, T; Vollmer, J

Multibaker map for thermodynamic cross effects in dynamical systems*PHYSICAL REVIEW E*

- Viana, RL; Grebogi, C

Unstable dimension variability and synchronization of chaotic systems*PHYSICAL REVIEW E*

- Pavlov, AN; Sosnovtseva, OV; Mosekilde, E; Anishchenko, VS

Extracting dynamics from threshold-crossing interspike intervals: Possibilities and limitations*PHYSICAL REVIEW E*

- Hwang, SK; Gao, JB; Liu, JM

Noise-induced chaos in an optically injected semiconductor laser model*PHYSICAL REVIEW E*

- Cerruti-Sola, M; Clementi, C; Pettini, M

Hamiltonian dynamics and geometry of phase transitions in classical XY models*PHYSICAL REVIEW E*

- Papenbrock, T

Numerical study of a three-dimensional generalized stadium billiard*PHYSICAL REVIEW E*

- Letz, T; Kantz, H

Characterization of sensitivity to finite perturbations*PHYSICAL REVIEW E*

- Wessel, N; Ziehmann, C; Kurths, J; Meyerfeldt, U; Schirdewan, A; Voss, A

Short-term forecasting of life-threatening cardiac arrhythmias based on symbolic dynamics and finite-time growth rates*PHYSICAL REVIEW E*

- Timmer, J; Haussler, S; Lauk, M; Lucking, CH

Pathological tremors: Deterministic chaos or nonlinear stochastic oscillators?*CHAOS*

- Baccelli, F; Hong, D

Analytic expansions of max-plus Lyapunov exponents*ANNALS OF APPLIED PROBABILITY*

- Stefanski, A; Kapitaniak, T

Using chaos synchronization to estimate the largest Lyapunov exponent of nonsmooth systems*DISCRETE DYNAMICS IN NATURE AND SOCIETY*

- Frede, V; Mazzega, P

A preliminary nonlinear analysis of the Earth's Chandler wobble*DISCRETE DYNAMICS IN NATURE AND SOCIETY*

- Matcharashvili, T; Chelidze, T; Javakhishvili, Z

Nonlinear analysis of magnitude and interevent time interval sequences forearthquakes of the Caucasian region*NONLINEAR PROCESSES IN GEOPHYSICS*

- Zheng, ZG; Hu, G; Zhou, CS; Hu, BB

Phase synchronization in coupled chaotic systems: Transitions from high- to low-dimensional chaos*ACTA PHYSICA SINICA*

- Lai, JW; Zhou, SP; Li, GH; Xu, DM

A method for computing Lyapunov exponents spectra without reorthogonalization*ACTA PHYSICA SINICA*

- Bouzit, D; Pierre, C

Wave localization and conversion phenomena in multi-coupled multi-span beams*CHAOS SOLITONS & FRACTALS*

- Sportelli, MC

Dynamic complexity in a Keynesian growth-cycle model involving Harrod's instability*JOURNAL OF ECONOMICS-ZEITSCHRIFT FUR NATIONALOKONOMIE*

- Matsuda, N; Tada, Y; Hiraoka, S; Mizutani, Y; Lee, YS

Chaotic time series analysis of dynamical behavior for low frequency fluctuations in torque in agitated vessel*KAGAKU KOGAKU RONBUNSHU*

- Arango, HG; de Souza, ACZ; Lambert-Torres, G; da Silva, APA

Difference between regular and deterministic chaos processes based on timeanalysis of load: an example using CEMIG data*ELECTRIC POWER SYSTEMS RESEARCH*

- Luque, B; Sole, RV

Lyapunov exponents in random Boolean networks*PHYSICA A*

- Latora, V; Rapisarda, A; Ruffo, S

Chaotic dynamics and superdiffusion in a Hamiltonian system with many degrees of freedom*PHYSICA A*

- Sengupta, S; Poddar, A; Chattaraj, PK

Quantum manifestations of the classical chaos in an undamped Duffing oscillator in presence of an external field: A quantum theory of motion study*INDIAN JOURNAL OF CHEMISTRY SECTION A-INORGANIC BIO-INORGANIC PHYSICAL THEORETICAL & ANALYTICAL CHEMISTRY*

- Bonfim, OFD; Florencio, J; Barreto, FCS

Chaotic Bohm's trajectories in a quantum circular billiard*PHYSICS LETTERS A*

- Yannacopoulos, AN; Frantzeskakis, DJ; Polymilis, C; Hizanidis, K

Conditions for soliton trapping in random potentials using Lyapunov exponents of stochastic ODEs*PHYSICS LETTERS A*

- Santoboni, G; Murray, R; Bishop, SR

Roundoff-induced phenomena and diffusion processes: the 'premature' synchronisation of coupled maps*PHYSICS LETTERS A*

- Ziehmann, C; Smith, LA; Kurths, J

Localized Lyapunov exponents and the prediction of predictability*PHYSICS LETTERS A*

- Khovanov, IA; Khovanova, NA; McClintock, PVE; Anishchenko, VS

The effect of noise on strange nonchaotic attractors*PHYSICS LETTERS A*

- Dellago, C; Hoover, WG

Are local Lyapunov exponents continuous in phase space?*PHYSICS LETTERS A*

- Casetti, L; Pettini, M; Cohen, EGD

Geometric approach to Hamiltonian dynamics and statistical mechanics*PHYSICS REPORTS-REVIEW SECTION OF PHYSICS LETTERS*

- DiBona, GF; Jones, SY; Sawin, LL

Chaotic behavior of renal sympathetic nerve activity: effect of baroreceptor denervation and cardiac failure*AMERICAN JOURNAL OF PHYSIOLOGY-RENAL PHYSIOLOGY*

- Grune, L

Homogeneous state feedback stabilization of homogenous systems*SIAM JOURNAL ON CONTROL AND OPTIMIZATION*

- Sarkar, P

A brief history of cellular automats*ACM COMPUTING SURVEYS*

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Documento generato il 23/10/20 alle ore 05:57:12