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Oscillator Death in Sinusoidally Coupled Fitzhugh Nagumo Neural Oscillators

机译:正弦耦合的振荡器死亡Fitzhugh Nagumo神经振荡器

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In the dynamics of sinusoidally coupled Fitzhugh Nagumo neural oscillators, when new stable, steady states are induced on limit cycles, and the symmetry is broken, it leads to Oscillator death. Also, during this process, the interacting oscillators pull each other such that both fail to be on limit cycles and hence meet Oscillator death. The present work investigates the effect of the interplay between initial conditions and coupling gain in causing Oscillator death. Two regimes have been identified to explain whether Oscillator death would occur or not. In the first regime, the initial conditions are such that there exists a finite coupling gain after the arrival of synchronization, where the Oscillator death takes place. While in the second regime, the initial conditions are such that any amount of increase in coupling gain fails to give Oscillator death. The Samle's effect, which is known as inverse of Oscillator death activity, has also been explored. It was found that the oscillations get revived in response to the reduction in coupling gain below a threshold.
机译:在正弦耦合Fitzhugh Nagumo神经振荡器的动态中,当新的稳定,稳定状态被诱导限制循环时,并且对称性被打破,它导致振荡器死亡。而且,在该过程中,交互振荡器彼此拉动,使得两者都无法处于限位循环,因此满足振荡器死亡。目前的工作调查了初始条件与耦合增益之间的相互作用在引起振荡器死亡中的影响。已经确定了两个制度以解释是否会发生振荡器死亡。在第一制度中,初始条件使得在同步到达之后存在有限耦合增益,其中发生振荡器死亡。虽然在第二个制度中,初始条件使得任何耦合增益的增加量都没有给出振荡器死亡。也探讨了Samle的效果,这也被探讨了振荡器死亡活动的反向。发现振荡响应于耦合增益低于阈值的降低而恢复。

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