77 research outputs found

    Synchronization of Two HH Neural Oscillators

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    <p>(A) Driven by common Gaussian white noise; and (B) driven by a common square wave.</p

    Robustness of the Mechanism with Parameter Mismatch on <i>I</i><sub>0</sub> in the HH Neuron Model

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    <div><p>(A) The relationship between the parameter mismatch Δ<i>I</i> and the synchronization error <i>q</i>.</p><p>(B) A typical numerical result of the systems with Δ<i>I</i><b> =</b> 0.5.</p></div

    Robustness of the Mechanism with Parameter Mismatch on <i>G<sub>m</sub></i> in the HH Neuron Model.

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    <div><p>(A) The relationship between the parameter mismatch Δ<i>G<sub>m</sub></i> and the synchronization error <i>q</i>.</p><p>(B) A typical numerical result of the systems with Δ<i>G<sub>m</sub></i><b> =</b> 0.06.</p></div

    A Schematic Bifurcation Diagram with a Normal (Supercritical) Hopf Bifurcation for Illustrating the Transient Resetting Mechanism

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    <p>A Schematic Bifurcation Diagram with a Normal (Supercritical) Hopf Bifurcation for Illustrating the Transient Resetting Mechanism</p

    The Relationship between the Duty and the Time Required to Achieve Synchronization in the HH Neuron Model

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    <p>The Relationship between the Duty and the Time Required to Achieve Synchronization in the HH Neuron Model</p

    Synchronization of Two Chaotic Neurons Induced by Common Noise

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    <p>Synchronization of Two Chaotic Neurons Induced by Common Noise</p

    The bifurcation diagrams of the two models at .

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    <p>(a) The bifurcation diagrams with as the control parameter. (b) The bifurcation diagrams with and as control parameters. Other parameter values are the same as those used in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0017029#pone-0017029-g005" target="_blank">Fig. 5</a>.</p

    The bifurcation diagrams of the two models.

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    <p>(a) The oscillatory regions of the two systems. (b) The bifurcation diagrams of the first model. (c) The bifurcation diagrams of the second model. The parameter values are , , , , , , and .</p
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