<p>A: Bifurcation diagram illustrating dependence of the relative spiking phase on frequency mismatch. Parameter values: . B: Example of periodic trajectory of the spiking phase map which corresponds to spike frequency ratio.</p
<p>(a) Stable synchrony (shaded) and stable antisynchrony (hatched) regions in and space for small...
<p>(a) The oscillatory regions of the two systems. (b) The bifurcation diagrams of the first model. ...
<p>(A) A fragment of the bifurcation diagram. (B) Phase portrait for the multystability region .</p
<p>(A) Tonic spiking, bursting, silence, and multistability of tonic spiking and silence are support...
<p>(A) A fragment of the bifurcation diagram. Here and in the following charts, the black lines stan...
<p>The upper row shows the temporal average of the solutions (i.e. the fixed points and average valu...
Synchronization among rhythmic elements is modeled by coupled phase-oscillators, each of which has t...
A: Phase diagram for the network with synaptic transmission. The only relevant parameter to assess t...
<p>(A) Two-parameter bifurcation diagram in (<i>p</i>, <i>E</i>) parameter space. (B) Two-parameter ...
A. Bifurcation diagram of the reduced two-unit model (Eqs 3 and 4) as τi varies. Gray line, fixed po...
<p>A: Appearance of the stable fixed point for indicating phase locking mode in the signal transmis...
<p>A: Phase locking. Parameter values: . B: Chaotic oscillation of the spiking phase near the refere...
We compare the dynamics of the periodically forced FitzHugh-Nagumo oscillator in its relaxation regi...
<p>(A) Comparison of the current trajectories of the power-law (black) and classic (gray) Hodgkin-Hu...
<p>(a) Sample piecewise linear PRC profiles studied. (b) Voltage time course that consists of three ...
<p>(a) Stable synchrony (shaded) and stable antisynchrony (hatched) regions in and space for small...
<p>(a) The oscillatory regions of the two systems. (b) The bifurcation diagrams of the first model. ...
<p>(A) A fragment of the bifurcation diagram. (B) Phase portrait for the multystability region .</p
<p>(A) Tonic spiking, bursting, silence, and multistability of tonic spiking and silence are support...
<p>(A) A fragment of the bifurcation diagram. Here and in the following charts, the black lines stan...
<p>The upper row shows the temporal average of the solutions (i.e. the fixed points and average valu...
Synchronization among rhythmic elements is modeled by coupled phase-oscillators, each of which has t...
A: Phase diagram for the network with synaptic transmission. The only relevant parameter to assess t...
<p>(A) Two-parameter bifurcation diagram in (<i>p</i>, <i>E</i>) parameter space. (B) Two-parameter ...
A. Bifurcation diagram of the reduced two-unit model (Eqs 3 and 4) as τi varies. Gray line, fixed po...
<p>A: Appearance of the stable fixed point for indicating phase locking mode in the signal transmis...
<p>A: Phase locking. Parameter values: . B: Chaotic oscillation of the spiking phase near the refere...
We compare the dynamics of the periodically forced FitzHugh-Nagumo oscillator in its relaxation regi...
<p>(A) Comparison of the current trajectories of the power-law (black) and classic (gray) Hodgkin-Hu...
<p>(a) Sample piecewise linear PRC profiles studied. (b) Voltage time course that consists of three ...
<p>(a) Stable synchrony (shaded) and stable antisynchrony (hatched) regions in and space for small...
<p>(a) The oscillatory regions of the two systems. (b) The bifurcation diagrams of the first model. ...
<p>(A) A fragment of the bifurcation diagram. (B) Phase portrait for the multystability region .</p
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