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Mixed-mode oscillation-incrementing bifurcations and a devil’s staircase from a nonautonomous, constrained Bonhoeffer–van der Pol oscillator

机译：混合模式振荡递增的分叉和魔鬼楼梯免受非自治，受约束的Bonhoeffer-Van der Pol振荡器

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Hiroaki Takahashi; Takuji Kousaka; Hiroyuki Asahara; Nataliya Stankevich; Naohiko Inaba;
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1. Mixed-mode oscillation-incrementing bifurcations and a devil’s staircase from a nonautonomous, constrained Bonhoeffer–van der Pol oscillator [J] . Hiroaki Takahashi, Takuji Kousaka, Hiroyuki Asahara, Prog. Theor. Exp. Phys. . 2018,第10期

机译：非自主受约束的Bonhoeffer-van der Pol振荡器产生的混合模式振荡增量分叉和魔鬼阶梯
2. Analysis of mixed-mode oscillation-incrementing bifurcations generated in a nonautonomous constrained Bonhoeffer–van der Pol oscillator [J] . Takuji Kousaka, Yutsuki Ogura, Kuniyasu Shimizu, Physica, D. Nonlinear phenomena . 2017,第期

机译：在非自主约束Bonhoeffer-Van der振荡器中产生的混合模式振荡递增分叉分析
3. Experimental and Numerical Observation of Successive Mixed-Mode Oscillation-Incrementing Bifurcations in an Extended Bonhoeffer-van der Pol Oscillator [J] . Shimizu Kuniyasu, Inaba Naohiko International journal of bifurcation and chaos in applied sciences and engineering . 2018,第14期

机译：扩展Bonhoeffer-Van der振荡器中连续混合模式振荡递增分叉的实验性和数值观察
4. Collapse of mixed-mode oscillations and chaos in the extended Bonhoeffer-van Der pol oscillator under weak periodic perturbation [C] . Inaba Naohiko, Endo Tetsuro, Yoshinaga Tetsuya, 2011 20th European Conference on Circuit Theory and Design . 2011

机译：弱周期扰动作用下扩展的Bonhoeffer-van Der pol振荡器中混合模式振荡和混沌的崩溃
5. Modeling the Response of Rayleigh - Van Der Pol Oscillators to Stochastic Excitation Near the Hopf Bifurcation [D] . Lu, Bingshen. 2019

机译：绘制瑞利 - 范德波尔振荡器对Hopf分岔附近随机激发的响应
6. Entrainment and synchronization in networks of Rayleigh–van der Pol oscillators with diffusive and Haken–Kelso–Bunz couplings [O] . Francesco Alderisio, Benoît G. Bardy, Mario di Bernardo -1

机译：具有扩散和Haken-Kelso-Bunz耦合的Rayleigh-van der Pol振荡器网络中的夹带和同步
7. Stern–Brocot trees in cascades of mixed-mode oscillations and canards in the extended Bonhoeffer–van der Pol and the FitzHugh–Nagumo models of excitable systems [O] . Freire Joana G., Gallas Jason A.C. 2011

机译：扩展的Bonhoeffer-van der Pol模型和FitzHugh-Nagumo可激发系统模型中的混合模式振荡和canard的级联中的Stern-Brocot树
8. Perturbation Procedure for the Van Der Pol Oscillator Based on the Hopf Bifurcation Theorem [R] . Mickens, R. E. 1988

机译：基于Hopf分岔定理的Van Der pol振子的扰动过程

Mixed-mode oscillation-incrementing bifurcations and a devil’s staircase from a nonautonomous, constrained Bonhoeffer–van der Pol oscillator

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