<p>Left: Oscillation amplitude vs frequency detuning. Full and dotted lines respectively correspond to stable and unstable oscillations in the open-loop configuration. The light-grey curve stands for the backbone approximation. Right: Frequency detuning vs phase shift. Full and dotted lines correspond to the same stability properties as in the left panel. The units of amplitude and frequency are arbitrary, and the phase shift varies in the interval (0, <i>π</i>). The values of the parameters used to obtain the curves are given in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0162365#pone.0162365.t001" target="_blank">Table 1</a>.</p
Curve of the relationship among the vibration amplitude, global deviation, frequency, and complexity...
<p>A: Bifurcation diagram illustrating dependence of the relative spiking phase on frequency mismatc...
<p>Only the 1:1 (red) and 1:2 (blue) stable resonance regions are shown. ω<sub>0</sub> is the limit ...
<p>The extrema marked by A and B are related to the borders of the entrainment range (compare <a hre...
<p>(A) The underlying model of this study was phase synchronization of two coupled phase-oscillators...
<p>(a) n = 2, N = 2 (b) n = 2, N = 3 (c) n = 3, N = 3 (d) n = 4, N = 3 (e) n = 3, N = 4 (f) n = 4, N...
<p>(<b>A</b>) Quantification of synchronization index under various external pulse profiles. The syn...
<p>(A) A fragment of the bifurcation diagram. Here and in the following charts, the black lines stan...
<p>Panel a) shows the change in amplitude over time. The blue line is the target oscillation and the...
<p><b> as the number </b><b> of stored patterns is varied, suggesting that the low-</b><b> resonance...
A system composed of two cubic nonlinear oscillators with close natural frequencies, and thus displa...
A system composed of two cubic nonlinear oscillators with close natural frequencies, and thus displa...
<div><p>(A) Two examples of input waveforms, each containing seven stimulus input trains (overlaid) ...
<p>Applying -periodic pulses, stationary entrainment phases are given by the intersections of the PT...
The final publication is available at link.springer.comThe phase response curve (PRC) is a tool used...
Curve of the relationship among the vibration amplitude, global deviation, frequency, and complexity...
<p>A: Bifurcation diagram illustrating dependence of the relative spiking phase on frequency mismatc...
<p>Only the 1:1 (red) and 1:2 (blue) stable resonance regions are shown. ω<sub>0</sub> is the limit ...
<p>The extrema marked by A and B are related to the borders of the entrainment range (compare <a hre...
<p>(A) The underlying model of this study was phase synchronization of two coupled phase-oscillators...
<p>(a) n = 2, N = 2 (b) n = 2, N = 3 (c) n = 3, N = 3 (d) n = 4, N = 3 (e) n = 3, N = 4 (f) n = 4, N...
<p>(<b>A</b>) Quantification of synchronization index under various external pulse profiles. The syn...
<p>(A) A fragment of the bifurcation diagram. Here and in the following charts, the black lines stan...
<p>Panel a) shows the change in amplitude over time. The blue line is the target oscillation and the...
<p><b> as the number </b><b> of stored patterns is varied, suggesting that the low-</b><b> resonance...
A system composed of two cubic nonlinear oscillators with close natural frequencies, and thus displa...
A system composed of two cubic nonlinear oscillators with close natural frequencies, and thus displa...
<div><p>(A) Two examples of input waveforms, each containing seven stimulus input trains (overlaid) ...
<p>Applying -periodic pulses, stationary entrainment phases are given by the intersections of the PT...
The final publication is available at link.springer.comThe phase response curve (PRC) is a tool used...
Curve of the relationship among the vibration amplitude, global deviation, frequency, and complexity...
<p>A: Bifurcation diagram illustrating dependence of the relative spiking phase on frequency mismatc...
<p>Only the 1:1 (red) and 1:2 (blue) stable resonance regions are shown. ω<sub>0</sub> is the limit ...