PUBLICACIÓN

Modifying fractal basin boundaries by reshaping periodic terms

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ACCEDER A LA PUBLICACIÓN: Scopus Orcid

Chacón, R., Martínez García-Hoz, A.

2002 Journal of Mathematical Physics

CITAS

3

DOI

10.1063/1.1481546

EID

2-s2.0-0036629807

ISSN

0022-2488

BIBTEX

@article{CHACON2002,title = {Modifying fractal basin boundaries by reshaping periodic terms},journal = {Journal of Mathematical Physics},year = {2002},volume = {43},number = {7},pages = {3586-3591},author = {Chac{\'o}n, R. and Mart{\'i}nez Garc{\'i}a-Hoz, A.}}

AUTORES DE LA UEX

Ricardo Chacón García

OTRAS PUBLICACIONES DE INTERÉS

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Correction To: Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos (The European Physical Journal B - Condensed Matter And Complex Systems, (2002), 30, 2, (207-210), 10.1140/epjb/e2002-00375-6)
Directed Ratchet Transport In Starlike Networks Of Driven Damped Pendula By Localized Symmetry-Breaking-Inducing Excitations
Correction To: Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos (The European Physical Journal B - Condensed Matter And Complex Systems, (2002), 30, 2, (207-210), 10.1140/epjb/e2002-00375-6)
Resonancelike Emergence Of Chaos In Complex Networks Of Damped-Driven Nonlinear Systems
Correction To: Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos (The European Physical Journal B - Condensed Matter And Complex Systems, (2002), 30, 2, (207-210), 10.1140/epjb/e2002-00375-6)
Resonancelike Emergence Of Chaos In Complex Networks Of Damped-Driven Nonlinear Systems
Edge Of Chaos As Critical Local Symmetry Breaking In Dissipative Nonautonomous Systems
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Edge Of Chaos As Critical Local Symmetry Breaking In Dissipative Nonautonomous Systems
Energy-Based Theory Of Autoresonance In Chains Of Coupled Damped-Driven Generic Oscillators
Edge Of Chaos As Critical Local Symmetry Breaking In Dissipative Nonautonomous Systems
Energy-Based Theory Of Autoresonance In Chains Of Coupled Damped-Driven Generic Oscillators
Dynamical Localization In Nonideal Kicked Rotors Driven By Two Competing Pulsatile Modulations
Energy-Based Theory Of Autoresonance In Chains Of Coupled Damped-Driven Generic Oscillators
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Amplitude Modulation Control Of Spatiotemporal Chaos In Starlike Networks Of Damped-Driven Pendula
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Amplitude Modulation Control Of Spatiotemporal Chaos In Starlike Networks Of Damped-Driven Pendula
Ratchet Universality In The Directed Motion Of Spheres By Unbiased Driving Forces In Viscous Fluids
Amplitude Modulation Control Of Spatiotemporal Chaos In Starlike Networks Of Damped-Driven Pendula
Ratchet Universality In The Directed Motion Of Spheres By Unbiased Driving Forces In Viscous Fluids
Erratum: Ratchet Universality In The Bidirectional Escape From A Symmetric Potential Well [Phys. Rev. E 103, 022203 (2021)
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Emergence And Suppression Of Chaos In Small Interdependent Networks By Localized Periodic Excitations
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Author Correction: Identification Of Minimal Parameters For Optimal Suppression Of Chaos In Dissipative Driven Systems (Scientific Reports, (2017), 7, 1, (17988), 10.1038/s41598-017-17969-9)
Emergence And Suppression Of Chaos In Small Interdependent Networks By Localized Periodic Excitations
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Author Correction: Identification Of Minimal Parameters For Optimal Suppression Of Chaos In Dissipative Driven Systems (Scientific Reports, (2017), 7, 1, (17988), 10.1038/s41598-017-17969-9)
Suppressing Chaos In Damped Driven Systems By Non-Harmonic Excitations: Experimental Robustness Against Potential’s Mismatches
Erratum: Criticality-Induced Universality In Ratchets (Journal Of Physics A: Mathematical And Theoretical (2010) 43 (322001) Doi: 10.1088/1751-8113/43/32/322001)
Suppressing Chaos In Damped Driven Systems By Non-Harmonic Excitations: Experimental Robustness Against Potential’s Mismatches
Erratum: Criticality-Induced Universality In Ratchets (Journal Of Physics A: Mathematical And Theoretical (2010) 43 (322001) Doi: 10.1088/1751-8113/43/32/322001)
Ratchet Universality In Coupled Dissipative Oscillators Without External Bias
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Ratchet Universality In Coupled Dissipative Oscillators Without External Bias
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Induced Localized Nonlinear Modes In An Electrical Lattice
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Dynamical Localization In Nonideal Kicked Rotors
Taming Chaos In Damped Driven Systems By Incommensurate Excitations
Dynamical Localization In Nonideal Kicked Rotors
Bouncing States Of A Droplet On A Liquid Surface Under Generalized Forcing
Dynamical Localization In Nonideal Kicked Rotors
Bouncing States Of A Droplet On A Liquid Surface Under Generalized Forcing
Identification Of Minimal Parameters For Optimal Suppression Of Chaos In Dissipative Driven Systems
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Impulse-Induced Generation Of Stationary And Moving Discrete Breathers In Nonlinear Oscillator Networks
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Impulse-Induced Localized Control Of Chaos In Starlike Networks
Impulse-Induced Generation Of Stationary And Moving Discrete Breathers In Nonlinear Oscillator Networks
Impulse-Induced Localized Control Of Chaos In Starlike Networks
Impulse-Induced Optimum Signal Amplification In Scale-Free Networks
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Dissipative Dynamics Of A Particle In A Vibrating Periodic Potential: Chaos And Control
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Geometric And Colour Data Fusion For Outdoor 3d Models
Constant-Phase-Induced Control Of Chaotic Charged Particles In The Field Of A Wave Packet
Geometric And Colour Data Fusion For Outdoor 3d Models
Impulse-Induced Optimum Control Of Escape From A Metastable State By Periodic Secondary Excitations
Geometric And Colour Data Fusion For Outdoor 3d Models
Impulse-Induced Optimum Control Of Escape From A Metastable State By Periodic Secondary Excitations
Optimal Control Of Wave-Packet Localization In Driven Two-Level Systems And Curved Photonic Lattices: A Unified View
Impulse-Induced Optimum Control Of Escape From A Metastable State By Periodic Secondary Excitations
Optimal Control Of Wave-Packet Localization In Driven Two-Level Systems And Curved Photonic Lattices: A Unified View
Using Jacobian Elliptic Functions To Model Natural Shapes
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Using Jacobian Elliptic Functions To Model Natural Shapes
Exploring Strange Nonchaotic Attractors Through Jacobian Elliptic Functions
Using Jacobian Elliptic Functions To Model Natural Shapes
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Controlling Directed Transport Of Matter-Wave Solitons Using The Ratchet Effect
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Controlling Directed Transport Of Matter-Wave Solitons Using The Ratchet Effect
A Simple Non-Autonomous System With Complicated Dynamics
Controlling Escape From A Potential Well By Reshaping Periodic Secondary Excitations
A Simple Non-Autonomous System With Complicated Dynamics
Controlling Escape From A Potential Well By Reshaping Periodic Secondary Excitations
Teaching Nonlinear Dynamics Through Elastic Cords
Controlling Escape From A Potential Well By Reshaping Periodic Secondary Excitations
Teaching Nonlinear Dynamics Through Elastic Cords
Controlling Chaotic Transport In Two-Dimensional Periodic Potentials
Teaching Nonlinear Dynamics Through Elastic Cords
Controlling Chaotic Transport In Two-Dimensional Periodic Potentials
Controlling Spatiotemporal Chaos In Chains Of Dissipative Kapitza Pendula
Controlling Chaotic Transport In Two-Dimensional Periodic Potentials
Controlling Spatiotemporal Chaos In Chains Of Dissipative Kapitza Pendula
Universal Chaotic Layer Width In Space-Periodic Hamiltonian Systems Under Adiabatic Ac Time-Periodic Forces
Controlling Spatiotemporal Chaos In Chains Of Dissipative Kapitza Pendula
Universal Chaotic Layer Width In Space-Periodic Hamiltonian Systems Under Adiabatic Ac Time-Periodic Forces
General Scaling Laws Of Chaotic Escape In Dissipative Multistable Systems Subjected To Autoresonant Excitations
Universal Chaotic Layer Width In Space-Periodic Hamiltonian Systems Under Adiabatic Ac Time-Periodic Forces
General Scaling Laws Of Chaotic Escape In Dissipative Multistable Systems Subjected To Autoresonant Excitations
Kink Propagation In Inhomogeneous Systems Driven By Spatiotemporal Perturbations
General Scaling Laws Of Chaotic Escape In Dissipative Multistable Systems Subjected To Autoresonant Excitations
Kink Propagation In Inhomogeneous Systems Driven By Spatiotemporal Perturbations
Chaos Suppression And Desynchronization Phenomena In Periodically Coupled Pendula Subjected To Localized Heterogeneous Forces
Kink Propagation In Inhomogeneous Systems Driven By Spatiotemporal Perturbations
Chaos Suppression And Desynchronization Phenomena In Periodically Coupled Pendula Subjected To Localized Heterogeneous Forces
Controlling Dynamical Localization By Waveform Reshaping
Chaos Suppression And Desynchronization Phenomena In Periodically Coupled Pendula Subjected To Localized Heterogeneous Forces
Controlling Dynamical Localization By Waveform Reshaping
Breakdown Of Autoresonance Due To Separatrix Crossing In Dissipative Systems: From Josephson Junctions To The Three-Wave Problem
Controlling Dynamical Localization By Waveform Reshaping
Breakdown Of Autoresonance Due To Separatrix Crossing In Dissipative Systems: From Josephson Junctions To The Three-Wave Problem
Controlling Chaos Of A Bose-Einstein Condensate Loaded Into A Moving Optical Fourier-Synthesized Lattice
Breakdown Of Autoresonance Due To Separatrix Crossing In Dissipative Systems: From Josephson Junctions To The Three-Wave Problem
Controlling Chaos Of A Bose-Einstein Condensate Loaded Into A Moving Optical Fourier-Synthesized Lattice
Spatiotemporal Chaos In Sine-Gordon Systems Subjected To Wave Fields: Onset And Suppression
Controlling Chaos Of A Bose-Einstein Condensate Loaded Into A Moving Optical Fourier-Synthesized Lattice
Spatiotemporal Chaos In Sine-Gordon Systems Subjected To Wave Fields: Onset And Suppression
Disorder Induced Control Of Discrete Soliton Ratchets
Spatiotemporal Chaos In Sine-Gordon Systems Subjected To Wave Fields: Onset And Suppression
Disorder Induced Control Of Discrete Soliton Ratchets
Onset Of Spatiotemporal Chaos In Damped Anharmonically Driven Sine-Gordon Systems
Disorder Induced Control Of Discrete Soliton Ratchets
Onset Of Spatiotemporal Chaos In Damped Anharmonically Driven Sine-Gordon Systems
Creating 3d Virtual Sculptures From Vision And Touch Technologies
Onset Of Spatiotemporal Chaos In Damped Anharmonically Driven Sine-Gordon Systems
Creating 3d Virtual Sculptures From Vision And Touch Technologies
Monocular Model-Based 3d Location For Autonomous Robots
Creating 3d Virtual Sculptures From Vision And Touch Technologies
Monocular Model-Based 3d Location For Autonomous Robots
Reshaping-Induced Control Of Chaos And Crisis Phenomena In A Damped, Parametrically Driven Pendulum
Monocular Model-Based 3d Location For Autonomous Robots
Reshaping-Induced Control Of Chaos And Crisis Phenomena In A Damped, Parametrically Driven Pendulum
Reshaping-Induced Spatiotemporal Chaos In Driven, Damped Sine-Gordon Systems
Reshaping-Induced Control Of Chaos And Crisis Phenomena In A Damped, Parametrically Driven Pendulum
Reshaping-Induced Spatiotemporal Chaos In Driven, Damped Sine-Gordon Systems
Optimal Control Of Ratchets Without Spatial Asymmetry
Reshaping-Induced Spatiotemporal Chaos In Driven, Damped Sine-Gordon Systems
Optimal Control Of Ratchets Without Spatial Asymmetry
Controlling Chaotic Solitons In Frenkel-Kontorova Chains By Disordered Driving Forces
Optimal Control Of Ratchets Without Spatial Asymmetry
Controlling Chaotic Solitons In Frenkel-Kontorova Chains By Disordered Driving Forces
Controlling The Ratchet Effect Through The Symmetries Of The Systems: Application To Molecular Motors
Controlling Chaotic Solitons In Frenkel-Kontorova Chains By Disordered Driving Forces
Controlling The Ratchet Effect Through The Symmetries Of The Systems: Application To Molecular Motors
Homoclinic Signatures Of Dynamical Localization
Controlling The Ratchet Effect Through The Symmetries Of The Systems: Application To Molecular Motors
Homoclinic Signatures Of Dynamical Localization
Controlling Chaos With Localized Heterogeneous Forces In Oscillator Chains
Homoclinic Signatures Of Dynamical Localization
Controlling Chaos With Localized Heterogeneous Forces In Oscillator Chains
Melnikov Method Approach To Control Of Homoclinic/heteroclinic Chaos By Weak Harmonic Excitations
Controlling Chaos With Localized Heterogeneous Forces In Oscillator Chains
Melnikov Method Approach To Control Of Homoclinic/heteroclinic Chaos By Weak Harmonic Excitations
Role Of Additive Gaussian Noise In Suppressing Chaos By Weak Harmonic Excitations
Melnikov Method Approach To Control Of Homoclinic/heteroclinic Chaos By Weak Harmonic Excitations
Role Of Additive Gaussian Noise In Suppressing Chaos By Weak Harmonic Excitations
Excitation-Reshaping-Induced Chaotic Escape From A Potential Well
Role Of Additive Gaussian Noise In Suppressing Chaos By Weak Harmonic Excitations
Excitation-Reshaping-Induced Chaotic Escape From A Potential Well
Modeling Natural Shapes With A Simple Nonlinear Algorithm
Excitation-Reshaping-Induced Chaotic Escape From A Potential Well
Modeling Natural Shapes With A Simple Nonlinear Algorithm
Erratum: Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations (Physical Review Letters (2004) 93 (237006))
Modeling Natural Shapes With A Simple Nonlinear Algorithm
Erratum: Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations (Physical Review Letters (2004) 93 (237006))
Physica Scripta: Preface
Erratum: Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations (Physical Review Letters (2004) 93 (237006))
Physica Scripta: Preface
Hump-Doubling-Induced Bifurcations And Chaos In A Damped Driven Pendulum
Physica Scripta: Preface
Hump-Doubling-Induced Bifurcations And Chaos In A Damped Driven Pendulum
Chaotic Dynamics Of Charged Particles In The Field Of A Finite Non-Uniform Wave Packet
Hump-Doubling-Induced Bifurcations And Chaos In A Damped Driven Pendulum
Chaotic Dynamics Of Charged Particles In The Field Of A Finite Non-Uniform Wave Packet
Energy-Based Theory Of Autoresonance Phenomena: Application To Duffing-Like Systems
Chaotic Dynamics Of Charged Particles In The Field Of A Finite Non-Uniform Wave Packet
Energy-Based Theory Of Autoresonance Phenomena: Application To Duffing-Like Systems
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Energy-Based Theory Of Autoresonance Phenomena: Application To Duffing-Like Systems
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Reshaping-Induced Chaotic Escape From A Potential Well
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Reshaping-Induced Chaotic Escape From A Potential Well
Reshaping-Induced Order-Chaos Routes In A Damped Driven Helmholtz Oscillator
Reshaping-Induced Chaotic Escape From A Potential Well
Reshaping-Induced Order-Chaos Routes In A Damped Driven Helmholtz Oscillator
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Reshaping-Induced Order-Chaos Routes In A Damped Driven Helmholtz Oscillator
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations
Control Of Homoclinic Chaos By Weak Periodic Perturbations
Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations
Controlling Chaotic Oscillators By Altering Their Energy
Taming Chaotic Solitons In Frenkel-Kontorova Chains By Weak Periodic Excitations
Controlling Chaotic Oscillators By Altering Their Energy
Física No Lineal: Caos Y Solitones
Controlling Chaotic Oscillators By Altering Their Energy
Física No Lineal: Caos Y Solitones
Suppressing Temporal And Spatio-Temporal Chaos By Multiple Weak Resonant Excitations: Application To Arrays Of Chaotic Coupled Oscillators
Física No Lineal: Caos Y Solitones
Suppressing Temporal And Spatio-Temporal Chaos By Multiple Weak Resonant Excitations: Application To Arrays Of Chaotic Coupled Oscillators
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
Suppressing Temporal And Spatio-Temporal Chaos By Multiple Weak Resonant Excitations: Application To Arrays Of Chaotic Coupled Oscillators
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
A Novel Polynomial Method For Taming Chaos In A Wide Class Of Nonlinear Oscillators
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
A Novel Polynomial Method For Taming Chaos In A Wide Class Of Nonlinear Oscillators
Sustained Chaos And Control By Means Of Weak Periodic Excitations: Application To A Class Of Nonlinear Electronic Systems
A Novel Polynomial Method For Taming Chaos In A Wide Class Of Nonlinear Oscillators
Sustained Chaos And Control By Means Of Weak Periodic Excitations: Application To A Class Of Nonlinear Electronic Systems
Resonance Phenomena In Bistable Systems
Sustained Chaos And Control By Means Of Weak Periodic Excitations: Application To A Class Of Nonlinear Electronic Systems
Resonance Phenomena In Bistable Systems
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
Resonance Phenomena In Bistable Systems
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos
Well-Behaved Dynamics In A Dissipative Nonideal Periodically Kicked Rotator
Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos
Robustness In The Suppression Of Bidirectional Chaotic Escape From A Potential Well By Weak Parametric Excitations
Relative Effectiveness Of Weak Periodic Excitations In Suppressing Homoclinic/heteroclinic Chaos
Robustness In The Suppression Of Bidirectional Chaotic Escape From A Potential Well By Weak Parametric Excitations
Route To Chaos Via Strange Non-Chaotic Attractors By Reshaping Periodic Excitations
Robustness In The Suppression Of Bidirectional Chaotic Escape From A Potential Well By Weak Parametric Excitations
Route To Chaos Via Strange Non-Chaotic Attractors By Reshaping Periodic Excitations
Modifying Fractal Basin Boundaries By Reshaping Periodic Terms
Route To Chaos Via Strange Non-Chaotic Attractors By Reshaping Periodic Excitations
Modifying Fractal Basin Boundaries By Reshaping Periodic Terms
Inhibition Of Chaotic Escape From A Potential Well By Incommensurate Escape-Suppressing Excitations
Modifying Fractal Basin Boundaries By Reshaping Periodic Terms
Inhibition Of Chaotic Escape From A Potential Well By Incommensurate Escape-Suppressing Excitations
Role Of Ultrasubharmonic Resonances In Taming Chaos By Weak Harmonic Perturbations
Inhibition Of Chaotic Escape From A Potential Well By Incommensurate Escape-Suppressing Excitations
Role Of Ultrasubharmonic Resonances In Taming Chaos By Weak Harmonic Perturbations
Chaotic Behavior In A Dissipative Non-Ideal Periodically Kicked Rotator
Role Of Ultrasubharmonic Resonances In Taming Chaos By Weak Harmonic Perturbations
Chaotic Behavior In A Dissipative Non-Ideal Periodically Kicked Rotator
Maintenance And Suppression Of Chaos By Weak Harmonic Perturbations: A Unified View
Chaotic Behavior In A Dissipative Non-Ideal Periodically Kicked Rotator
Maintenance And Suppression Of Chaos By Weak Harmonic Perturbations: A Unified View
Role Of Nonlinear Dissipation In The Suppression Of Chaotic Escape From A Potential Well
Maintenance And Suppression Of Chaos By Weak Harmonic Perturbations: A Unified View
Role Of Nonlinear Dissipation In The Suppression Of Chaotic Escape From A Potential Well
Taming Chaos In A Driven Josephson Junction
Role Of Nonlinear Dissipation In The Suppression Of Chaotic Escape From A Potential Well
Taming Chaos In A Driven Josephson Junction
Bifurcations On Elliptic Functions
Taming Chaos In A Driven Josephson Junction
Bifurcations On Elliptic Functions
Control De Caos En La Ecuación De Escape De Thompson
Bifurcations On Elliptic Functions
Control De Caos En La Ecuación De Escape De Thompson
General Results On Chaos Suppression For Biharmonically Driven Dissipative Systems
Control De Caos En La Ecuación De Escape De Thompson
General Results On Chaos Suppression For Biharmonically Driven Dissipative Systems
Bifurcations And Chaos In A Parametrically Damped Two-Well Duffing Oscillator Subjected To Symmetric Periodic Pulses
General Results On Chaos Suppression For Biharmonically Driven Dissipative Systems
Bifurcations And Chaos In A Parametrically Damped Two-Well Duffing Oscillator Subjected To Symmetric Periodic Pulses
Comparison Between Parametric Excitation And Additional Forcing Terms As Chaos-Suppressing Perturbations
Bifurcations And Chaos In A Parametrically Damped Two-Well Duffing Oscillator Subjected To Symmetric Periodic Pulses
Comparison Between Parametric Excitation And Additional Forcing Terms As Chaos-Suppressing Perturbations
Inhibition Of Chaotic Escape By An Additional Driven Term
Comparison Between Parametric Excitation And Additional Forcing Terms As Chaos-Suppressing Perturbations
Inhibition Of Chaotic Escape By An Additional Driven Term
Inhibición Del Escape Caótico En El Oscilador De Helmholtz
Inhibition Of Chaotic Escape By An Additional Driven Term
Inhibición Del Escape Caótico En El Oscilador De Helmholtz
Role Of Parametric Resonance In The Inhibition Of Chaotic Escape From A Potential Well
Inhibición Del Escape Caótico En El Oscilador De Helmholtz
Role Of Parametric Resonance In The Inhibition Of Chaotic Escape From A Potential Well
Nonlinear And Chaotic Oscillations Of An India-Rubber Band
Role Of Parametric Resonance In The Inhibition Of Chaotic Escape From A Potential Well
Nonlinear And Chaotic Oscillations Of An India-Rubber Band
Chaos And Geometrical Resonance In The Damped Pendulum Subjected To Periodic Pulses
Nonlinear And Chaotic Oscillations Of An India-Rubber Band
Chaos And Geometrical Resonance In The Damped Pendulum Subjected To Periodic Pulses
Geometrical Resonance Analysis Of Chaos Suppression In The Bichromatically Driven Van Der Pol Oscillator
Chaos And Geometrical Resonance In The Damped Pendulum Subjected To Periodic Pulses
Geometrical Resonance Analysis Of Chaos Suppression In The Bichromatically Driven Van Der Pol Oscillator
Geometrical Resonance As A Chaos Eliminating Mechanism
Geometrical Resonance Analysis Of Chaos Suppression In The Bichromatically Driven Van Der Pol Oscillator
Geometrical Resonance As A Chaos Eliminating Mechanism
Inhibition Of Chaotic Escape From A Potential Well Using Small Parametric Modulations
Geometrical Resonance As A Chaos Eliminating Mechanism
Inhibition Of Chaotic Escape From A Potential Well Using Small Parametric Modulations
Behavior Of Dynamical Systems Subjected To Continuous And Discontinuous Forcing: Application To Laminar Chaotic Mixing
Inhibition Of Chaotic Escape From A Potential Well Using Small Parametric Modulations
Behavior Of Dynamical Systems Subjected To Continuous And Discontinuous Forcing: Application To Laminar Chaotic Mixing
Geometrical Resonance In A Driven Symmetric Bistable System Subjected To Strong Or To Weak Damping
Behavior Of Dynamical Systems Subjected To Continuous And Discontinuous Forcing: Application To Laminar Chaotic Mixing
Geometrical Resonance In A Driven Symmetric Bistable System Subjected To Strong Or To Weak Damping
Homoclinic And Heteroclinic Chaos In A Triple-Well Oscillator
Geometrical Resonance In A Driven Symmetric Bistable System Subjected To Strong Or To Weak Damping
Homoclinic And Heteroclinic Chaos In A Triple-Well Oscillator
Natural Symmetries And Regularization By Means Of Weak Parametric Modulations In The Forced Pendulum
Homoclinic And Heteroclinic Chaos In A Triple-Well Oscillator
Natural Symmetries And Regularization By Means Of Weak Parametric Modulations In The Forced Pendulum
Chaotic And Regular Behavior Of A Trapped Ion Interacting With A Laser Field
Natural Symmetries And Regularization By Means Of Weak Parametric Modulations In The Forced Pendulum
Chaotic And Regular Behavior Of A Trapped Ion Interacting With A Laser Field
Suppression Of Chaos By Selective Resonant Parametric Perturbations
Chaotic And Regular Behavior Of A Trapped Ion Interacting With A Laser Field
Suppression Of Chaos By Selective Resonant Parametric Perturbations
Inhibition Of Chaos In Hamiltonian Systems By Periodic Pulses
Suppression Of Chaos By Selective Resonant Parametric Perturbations
Inhibition Of Chaos In Hamiltonian Systems By Periodic Pulses
Suppression Of Hamiltonian Chaos By Coulomb Repulsion In Finite-Amplitude Electroconvection
Inhibition Of Chaos In Hamiltonian Systems By Periodic Pulses
Suppression Of Hamiltonian Chaos By Coulomb Repulsion In Finite-Amplitude Electroconvection
Fractales Y Formalismo Termodinámico
Suppression Of Hamiltonian Chaos By Coulomb Repulsion In Finite-Amplitude Electroconvection
Fractales Y Formalismo Termodinámico
Comment On ''suppression Of Chaos By Resonant Parametric Perturbations''
Fractales Y Formalismo Termodinámico
Comment On ''suppression Of Chaos By Resonant Parametric Perturbations''
Routes To Suppressing Chaos By Weak Periodic Perturbations
Comment On ''suppression Of Chaos By Resonant Parametric Perturbations''
Routes To Suppressing Chaos By Weak Periodic Perturbations
Teaching Deterministic Chaos Through Music
Routes To Suppressing Chaos By Weak Periodic Perturbations
Teaching Deterministic Chaos Through Music
Caos Determinista: Atractores, Inestabilidad, Transición Y Bifurcaciones
Teaching Deterministic Chaos Through Music
Caos Determinista: Atractores, Inestabilidad, Transición Y Bifurcaciones
Caos Determinista: El Nuevo Paradigma
Caos Determinista: Atractores, Inestabilidad, Transición Y Bifurcaciones
Caos Determinista: El Nuevo Paradigma
Directed Ratchet Transport In Starlike Networks Of Driven Damped Pendula By Localized Symmetry-Breaking-Inducing Excitations
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