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Explosive first-order transition to synchrony in networked chaotic oscillators

Physical review letters, 2012-04, Vol.108 (16), p.168702-168702, Article 168702

2012

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Deterministic coherence resonance in coupled chaotic oscillators with frequency mismatch

Physical review. E, Statistical, nonlinear, and soft matter physics, 2015-11, Vol.92 (5), p.050901-050901, Article 050901

2015

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Secure chaotic communication based on extreme multistability

Journal of the Franklin Institute, 2021-03, Vol.358 (4), p.2561-2575

2021

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Dynamics of coexisting rotating waves in unidirectional rings of bistable Duffing oscillators

Chaos (Woodbury, N.Y.), 2023-07, Vol.33 (7)

2023

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Dynamics of a ring of three unidirectionally coupled Duffing oscillators with time-dependent damping

Europhysics letters, 2021-05, Vol.134 (3), p.30005

2021

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Asymmetry in electrical coupling between neurons alters multistable firing behavior

Chaos (Woodbury, N.Y.), 2018-03, Vol.28 (3)

2018

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A physical interpretation of fractional-order-derivatives in a jerk system: Electronic approach

Communications in nonlinear science & numerical simulation, 2020-11, Vol.90, p.105413, Article 105413

2020

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Multistability and noise-induced transitions in the model of bidirectionally coupled neurons with electrical synaptic plasticity

The European physical journal. ST, Special topics, 2022-04, Vol.231 (3), p.255-265

2022

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Effects of multiplicative noise on the Duffing oscillator with variable coefficients and its integral of motion

International journal of modern physics. C, Computational physics, physical computation, 2020-07, Vol.31 (7), p.2050095

2020

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Family of Bistable Attractors Contained in an Unstable Dissipative Switching System Associated to a SNLF

Complexity (New York, N.Y.), 2018-01, Vol.2018 (2018), p.1-9

2018

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Numerical study of laser synapse connecting Hindmarsh–Rose neurons

The European physical journal. ST, Special topics, 2022, Vol.231 (3), p.341-350

2022

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Multistate intermittency and extreme pulses in a fiber laser

Physical review. E, Statistical, nonlinear, and soft matter physics, 2012-11, Vol.86 (5 Pt 2), p.056219-056219, Article 056219

2012

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Dynamics of a ring of three fractional-order Duffing oscillators

Chaos, solitons and fractals, 2022-02, Vol.155, p.111747, Article 111747

2022

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Electronic implementation dataset to monoparametric control the number of scrolls generated

Data in brief, 2020-08, Vol.31, p.105992-105992, Article 105992

2020

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Effects of Optical Laser Injection in Multistable Erbium Fiber Lasers

Chaos theory and applications, 2022-12, Vol.4 (4), p.226-233

2022

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Synchronization of chaotic systems with coexisting attractors

Physical review letters, 2006-06, Vol.96 (24), p.244102-244102, Article 244102

2006

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Attractor memory in a nonautonomous multistable system

Chaos, solitons and fractals, 2022-11, Vol.164, p.112580, Article 112580

2022

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The noisy Pais–Uhlenbeck oscillator

Journal of mathematical chemistry, 2019-05, Vol.57 (5), p.1314-1329

2019

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Error-feedback control of multistability

Journal of the Franklin Institute, 2017-11, Vol.354 (16), p.7346-7358

2017

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Multistability route in a PWL multi-scroll system through fractional-order derivatives

Chaos, solitons and fractals, 2022-08, Vol.161, p.112355, Article 112355

2022

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Chaos in Neural Oscillators Induced by Unidirectional Electrical Coupling

Mathematical modelling of natural phenomena, 2017-01, Vol.12 (4), p.43-52

2017

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Deterministic coherence and anti-coherence resonances in networks of chaotic oscillators with frequency mismatch

Chaos, solitons and fractals, 2021-11, Vol.152, p.111424, Article 111424

2021

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Experimental evidence of deterministic coherence resonance in coupled chaotic systems with frequency mismatch

Physical review. E, 2016-07, Vol.94 (1-1), p.012218-012218, Article 012218

2016

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Deterministic coherence resonance analysis of coupled chaotic oscillators: fractional approach

Chaos, solitons and fractals, 2022-04, Vol.157, p.111919, Article 111919

2022

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Generation of giant periodic pulses in the array of erbium-doped fiber lasers by controlling multistability

Optics communications, 2020-12, Vol.477, p.126355, Article 126355

2020

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Explosive first-order transition to synchrony in networked chaotic oscillators

Deterministic coherence resonance in coupled chaotic oscillators with frequency mismatch

Secure chaotic communication based on extreme multistability

Dynamics of coexisting rotating waves in unidirectional rings of bistable Duffing oscillators

Dynamics of a ring of three unidirectionally coupled Duffing oscillators with time-dependent damping

Asymmetry in electrical coupling between neurons alters multistable firing behavior

A physical interpretation of fractional-order-derivatives in a jerk system: Electronic approach

Multistability and noise-induced transitions in the model of bidirectionally coupled neurons with electrical synaptic plasticity

Effects of multiplicative noise on the Duffing oscillator with variable coefficients and its integral of motion

Family of Bistable Attractors Contained in an Unstable Dissipative Switching System Associated to a SNLF

Numerical study of laser synapse connecting Hindmarsh–Rose neurons

Multistate intermittency and extreme pulses in a fiber laser

Dynamics of a ring of three fractional-order Duffing oscillators

Electronic implementation dataset to monoparametric control the number of scrolls generated

Effects of Optical Laser Injection in Multistable Erbium Fiber Lasers

Synchronization of chaotic systems with coexisting attractors

Attractor memory in a nonautonomous multistable system

The noisy Pais–Uhlenbeck oscillator

Error-feedback control of multistability

Multistability route in a PWL multi-scroll system through fractional-order derivatives

Chaos in Neural Oscillators Induced by Unidirectional Electrical Coupling

Deterministic coherence and anti-coherence resonances in networks of chaotic oscillators with frequency mismatch

Experimental evidence of deterministic coherence resonance in coupled chaotic systems with frequency mismatch

Deterministic coherence resonance analysis of coupled chaotic oscillators: fractional approach

Generation of giant periodic pulses in the array of erbium-doped fiber lasers by controlling multistability

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