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Hamiltonian Hopf bifurcations near a chaotic Hamiltonian resonance
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10.1016/j.physd.2023.134017 |
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Lagrangian fibrations in coupled resonant oscillators in the paired case of four degrees of freedom containing swinging spring oscillator
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10.1098/rspa.2021.0728 |
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All relative equilibria of Hamiltonian in detuned 1:2:3 resonance
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10.1016/j.jde.2021.05.012 |
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Periodic Klein-Gordon Chains with Three Particles in 1:2:2 Resonance
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10.1007/s10884-021-10005-5 |
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The 1:2:4 resonance in a particle chain
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Nondegenerate Hamiltonian Hopf Bifurcations in $$\omega:3:6$$ Resonance $$(\omega=1$$ or $$2)$$
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10.1134/S1560354720060027 |
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On detuned 1:1:3 Hamiltonian resonance with cases of symmetric cubic and quartic potentials
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10.1063/5.0008641 |
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Numerical Detection and Analysis of Strong Resonance Bifurcations with a Reflection Symmetry and Some Applications in Economics and Neural Networks
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The Coupled $1$:$2$~Resonance in a Symmetric Case and Parametric Amplification Model
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Neimark-Sacker Bifurcation with Zn-Symmetry and a Neural Application
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10.1007/s12346-019-00320-0 |
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Numerical bifurcation analysis of double 1 multiplier in Z3-symmetric maps
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On bifurcations of delay single species discrete time population models
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10.1080/10236198.2017.1397645 |
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Planar Homogeneous Systems of Difference Equations
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Non-autonomous homogeneous rational difference equations of degree one convergence and monotone solutions for second and third order case
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Convergence in homogeneous difference equations of degree 1
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Homogeneous rational difference equations of degree 1 convergence monotone and oscillatory solutions for second- and third-order cases
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Homogeneous rational systems of difference equations in the plane
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A GENERALIZED SEMICONJUGACY IN DIFFERENCE EQUATIONS
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Chaos in rational systems in the plane containing quadratic terms
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Global behaviour of the Riccati difference equation of order two
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