<p>This figure shows histograms of the lengths and geometric means of upstates and downstates in the rewired ring-lattice network, with and , from a simulation of overall duration 500 seconds. A total of 411 switches from down to up and up to down were detected during this time. Plots in the left column show histograms of the durations of the up and downstates, while those in the right column show histograms of the mean LFP during each up and downstate. Given that the longest up and downstates are less than 4.5 seconds, the network clearly robustly switches between up and downstates over a long time period. The mean duration of the downstates was 0.60 seconds, and the mean duration of the upstates was 0.62 seconds, and thus the mean freque...
<p><b>A.</b> The number of loops in the steady-state weight matrix, divided by the number of loops i...
A detailed theoretical analysis of the dynamics of a sinusoidally driven noisy asymmetric bistable s...
<p>(A) The exotic circuits. (B) Symmetrical circuits with two opposing pull-push motifs (upper) are ...
<p>Each data point shows the the time-averaged fraction of neurons in each class that was classified...
<p>This figure shows each spike from a single 5.1s simulation for the rewired ring-lattice network w...
<p>This figure shows the ‘functional in-degree’ from different neuron classes to active neurons, fro...
A The network is built such that an excitatory population (E1) and an inhibitory population (I) form...
The ε = 0 equilibria lie on S-shaped curve (grey), whose folds occur for strictly negative values of...
Many cellular decision processes, including proliferation, differentiation, and phenotypic switching...
<p>A. Network architecture. Excitatory and inhibitory connections are represented by triangles and f...
<p>On the left-side upper corner pictograms represent how the circuits (filled circles) are bidirect...
We continue our consideration of a class of models describing the reversible dynamics of N Boolean v...
<p><b>A.</b> The number of loops in the steady-state weight matrix, divided by the number of loops i...
Noise-induced switching between coexisting metastable states occurs in a wide range of far-from-equi...
<p>Left panels: current vs time of the electrodes. Right panels: coupling topology and schematic of ...
<p><b>A.</b> The number of loops in the steady-state weight matrix, divided by the number of loops i...
A detailed theoretical analysis of the dynamics of a sinusoidally driven noisy asymmetric bistable s...
<p>(A) The exotic circuits. (B) Symmetrical circuits with two opposing pull-push motifs (upper) are ...
<p>Each data point shows the the time-averaged fraction of neurons in each class that was classified...
<p>This figure shows each spike from a single 5.1s simulation for the rewired ring-lattice network w...
<p>This figure shows the ‘functional in-degree’ from different neuron classes to active neurons, fro...
A The network is built such that an excitatory population (E1) and an inhibitory population (I) form...
The ε = 0 equilibria lie on S-shaped curve (grey), whose folds occur for strictly negative values of...
Many cellular decision processes, including proliferation, differentiation, and phenotypic switching...
<p>A. Network architecture. Excitatory and inhibitory connections are represented by triangles and f...
<p>On the left-side upper corner pictograms represent how the circuits (filled circles) are bidirect...
We continue our consideration of a class of models describing the reversible dynamics of N Boolean v...
<p><b>A.</b> The number of loops in the steady-state weight matrix, divided by the number of loops i...
Noise-induced switching between coexisting metastable states occurs in a wide range of far-from-equi...
<p>Left panels: current vs time of the electrodes. Right panels: coupling topology and schematic of ...
<p><b>A.</b> The number of loops in the steady-state weight matrix, divided by the number of loops i...
A detailed theoretical analysis of the dynamics of a sinusoidally driven noisy asymmetric bistable s...
<p>(A) The exotic circuits. (B) Symmetrical circuits with two opposing pull-push motifs (upper) are ...