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Works cited by this work

50 works

Work: The Effects of Symmetry Breaking Perturbation on the Dynamics of a Novel Chaotic System with Cyclic Symmetry: Theoretical Analysis and Circuit Realization

  1. Determining Lyapunov exponents from a time series

    Alan Wolf, J. B. Swift, Harry L. Swinney +1

    Article198510 citations
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  2. HIDDEN ATTRACTORS IN DYNAMICAL SYSTEMS. FROM HIDDEN OSCILLATIONS IN HILBERT–KOLMOGOROV, AIZERMAN, AND KALMAN PROBLEMS TO HIDDEN CHAOTIC ATTRACTOR IN CHUA CIRCUITS

    Г. А. Леонов, Н. В. Кузнецов

    Article20136 citations
    ABI

  3. Analog simulation of the dynamics of a van der Pol oscillator coupled to a Duffing oscillator

    Jean Chamberlain Chedjou, Hilaire Bertrand Fotsin, P. Woafo +1

    Article20014 citations
    ABI

  4. Learning about chaotic circuits with SPICE

    D.C. Hamill

    Article19933 citations
    ABI

  5. Applied nonlinear dynamics: analytical, computational, and experimental methods

    Article19953 citations
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  6. Dynamic analysis of a novel jerk system with composite tanh-cubic nonlinearity: chaos, multi-scroll, and multiple coexisting attractors

    Jacques Kengne, Ruth Line Tagne Mogue

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  7. SYNTHESIS OF ELECTRONIC CIRCUITS FOR SIMULATING NONLINEAR DYNAMICS

    Makoto Itoh

    Article20012 citations
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  8. Symmetry-breaking transitions in networks of nonlinear circuit elements

    Martin Heinrich, Thomas Dahms, Valentin Flunkert +2

    Article20102 citations
    ABI

  9. Symmetry Breaking and Fractal Dependence on Initial Conditions in Dynamical Systems: Ordinary Differential Equations of Thermal Convection

    R. Rynio, Andrzej Okniński

    Article19982 citations
    ABI

  10. Symmetry-breaking analysis for the general Helmholtz–Duffing oscillator

    Hongjun Cao, Jesús M. Seoane, Miguel A. F. Sanjuán

    Article20062 citations
    ABI

  11. Symmetry-breaking in the response of the parametrically excited pendulum model

    Steven R. Bishop, Anastasia Sofroniou, P. Shi

    Article20052 citations
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  12. Chaotic dynamics of Josephson equation driven by constant dc and ac forcings

    Hongjun Cao, Zhujun Jing

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  13. Elementary quadratic chaotic flows with no equilibria

    Sajad Jafari, J. C. Sprott, Seyed Mohammad Reza Hashemi Golpayegani

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  14. Generating Multiple Chaotic Attractors from Sprott B System

    Qiang Lai, Shiming Chen

    Article20162 citations
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  15. Multistability and Coexisting Attractors in a New Circulant Chaotic System

    Karthikeyan Rajagopal, Akif Akgül, Viet–Thanh Pham +4

    Article20192 citations
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  16. Symmetry-breaking transitions in networks of nonlinear circuit elements

    Martin Heinrich, Thomas Dahms, Valentín Flunkert +1

    Article20162 citations
    ABI

  17. Initial condition-dependent dynamics and transient period in memristor-based hypogenetic jerk system with four line equilibria

    Han Bao, Ning Wang, Bocheng Bao +3

    Article20172 citations
    ABI

  18. Coexisting attractors, circuit implementation and synchronization control of a new chaotic system evolved from the simplest memristor chaotic circuit

    Qiang Lai, Zhiqiang Wan, Paul Didier Kamdem Kuate +1

    Article20202 citations
    ABI

  19. Dynamic analysis, FPGA implementation, and cryptographic application of an autonomous 5D chaotic system with offset boosting

    Sifeu Takougang Kingni, Karthikeyan Rajagopal, Serdar Çiçek +2

    Article20202 citations
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    ABI