<p>The bifurcation diagram (A) illustrates tristability. The inset (B) is focused on the range of coexistence of hyp1 and dep1 stationary states and bursting regime. The range of , where the bursting regime is an attractor, is indicated by a navy blue bar. The magenta bar marks the range of coexistence of the bursting regime and <i>dep1</i> stationary state. The range supporting tristability, where the neuron can exhibit either the bursting regime, <i>hyp1</i> stationary state, or <i>dep1</i> stationary state is marked by the yellow bar. The range supporting coexistence of <i>hyp1</i> and <i>dep1</i> states without a bursting regime is marked by an orange bar. Notice that the original value (8 nS) from the database (indicated by the blue ...
<p>Blue horizontal line indicates <i>b</i> = 0.05. Red curves represent stable steady states. This t...
<p>A) The plot characterizes the existing bifurcations (with respect to p<sub>ext</sub>) at p<sub>ex...
<p> The diagrams show the evolution of equilibria and oscillatory regimes for two values of the leak...
<p>On the bifurcation diagram of case #861497 there is a range of values supporting tristability of...
<p>The bifurcation parameter is the conductance of the leak current, . The solid and dashed interval...
<p>The bifurcation diagrams describe stationary states branches as the conductance of the leak curre...
<p>(A) Tonic spiking, bursting, silence, and multistability of tonic spiking and silence are support...
<p>(A) Schematic diagram for attractor landscapes and state transitions of dynamical systems. Each r...
<p>A-D: P(C) for trials when the sure target was (not) shown are represented with filled (open) circ...
<p>Hysteresis at the upper boundary of the oscillatory range (where it exists) is indicated by arrow...
<p>(A) HR model neuron: up to I∼3.1 the number of spikes per burst increased with I in a period addi...
<p>The numbers 3, 4, 5, 6, and 7 represent burst with 3, 4, 5, 6, and 7 spikes, respectively. BQ, MQ...
<p>These curves depict the equilibrium activity of the pyramidal neurons (A), inhibitory neurons (B)...
Flexibility in neuronal circuits has its roots in the dynamical richness of their neurons. Depending...
<p>Burst duration increases as approaches the boundary of the tonic spiking (TS) state, and decreas...
<p>Blue horizontal line indicates <i>b</i> = 0.05. Red curves represent stable steady states. This t...
<p>A) The plot characterizes the existing bifurcations (with respect to p<sub>ext</sub>) at p<sub>ex...
<p> The diagrams show the evolution of equilibria and oscillatory regimes for two values of the leak...
<p>On the bifurcation diagram of case #861497 there is a range of values supporting tristability of...
<p>The bifurcation parameter is the conductance of the leak current, . The solid and dashed interval...
<p>The bifurcation diagrams describe stationary states branches as the conductance of the leak curre...
<p>(A) Tonic spiking, bursting, silence, and multistability of tonic spiking and silence are support...
<p>(A) Schematic diagram for attractor landscapes and state transitions of dynamical systems. Each r...
<p>A-D: P(C) for trials when the sure target was (not) shown are represented with filled (open) circ...
<p>Hysteresis at the upper boundary of the oscillatory range (where it exists) is indicated by arrow...
<p>(A) HR model neuron: up to I∼3.1 the number of spikes per burst increased with I in a period addi...
<p>The numbers 3, 4, 5, 6, and 7 represent burst with 3, 4, 5, 6, and 7 spikes, respectively. BQ, MQ...
<p>These curves depict the equilibrium activity of the pyramidal neurons (A), inhibitory neurons (B)...
Flexibility in neuronal circuits has its roots in the dynamical richness of their neurons. Depending...
<p>Burst duration increases as approaches the boundary of the tonic spiking (TS) state, and decreas...
<p>Blue horizontal line indicates <i>b</i> = 0.05. Red curves represent stable steady states. This t...
<p>A) The plot characterizes the existing bifurcations (with respect to p<sub>ext</sub>) at p<sub>ex...
<p> The diagrams show the evolution of equilibria and oscillatory regimes for two values of the leak...