<p>The first row shows the distributions for a line attractor. The second and third rows show the distributions for models with decay rates of (), and (), respectively. The corresponding amplification rates are also and . The distributions in a single column are very similar, demonstrating that the decay and amplify mechanism integrates noise no better or worse than a line attractor.</p
Channel openings are shown as upward steps. (B) plot of the closed dwell-time distribution for 10 s...
In this paper, we examine a population model with carrying capacity, time delay, and sources of addi...
I study bistable time-delayed feedback systems driven by noise. Based on a two-state model with tran...
<p>Shown are the success rates for three decay rates () and four different noise strengths () as a f...
<div><p>(A) The distribution of growth rate. Starting from randomly chosen 10<sup>5</sup> initial co...
<p>Shown are time series for stimulus variable values ranging from (black) to (brown). For each of...
<p>Distribution of models by statistically significant delayed or accelerated outcomes of events, an...
<p>(A) Distributions of delay parameter estimates obtained from fitting a delayed exponential to sim...
We analyze examples of delayed bifurcations in reaction-diffusion systems in both the weakly and ful...
<p>Comparison of the time course of correlations obtained from the <i>Linear Noise Approximation</i>...
<p>A. The relationship between phase trajectories, phase distribution at the mean spike time, and th...
In this article a general framework is given in order to study the large-time behavior of a dynamic ...
This Supporting Text provides extended analyses reinforcing the main points of the work. We show the...
I study bistable time-delayed feedback systems driven by noise. Based on a two-state model with tran...
Abstract. The modelling of random bi-phasic, or porous, media has been, and still is, under active i...
Channel openings are shown as upward steps. (B) plot of the closed dwell-time distribution for 10 s...
In this paper, we examine a population model with carrying capacity, time delay, and sources of addi...
I study bistable time-delayed feedback systems driven by noise. Based on a two-state model with tran...
<p>Shown are the success rates for three decay rates () and four different noise strengths () as a f...
<div><p>(A) The distribution of growth rate. Starting from randomly chosen 10<sup>5</sup> initial co...
<p>Shown are time series for stimulus variable values ranging from (black) to (brown). For each of...
<p>Distribution of models by statistically significant delayed or accelerated outcomes of events, an...
<p>(A) Distributions of delay parameter estimates obtained from fitting a delayed exponential to sim...
We analyze examples of delayed bifurcations in reaction-diffusion systems in both the weakly and ful...
<p>Comparison of the time course of correlations obtained from the <i>Linear Noise Approximation</i>...
<p>A. The relationship between phase trajectories, phase distribution at the mean spike time, and th...
In this article a general framework is given in order to study the large-time behavior of a dynamic ...
This Supporting Text provides extended analyses reinforcing the main points of the work. We show the...
I study bistable time-delayed feedback systems driven by noise. Based on a two-state model with tran...
Abstract. The modelling of random bi-phasic, or porous, media has been, and still is, under active i...
Channel openings are shown as upward steps. (B) plot of the closed dwell-time distribution for 10 s...
In this paper, we examine a population model with carrying capacity, time delay, and sources of addi...
I study bistable time-delayed feedback systems driven by noise. Based on a two-state model with tran...