<p>The effect of the colour of stochastic variation (spectral exponent) on epidemiology. Left panels (A)–(C): variations affect pathogen growth rate <i>r</i><sub>p</sub>. Right panels (D)–(F): variations affect 50% infective dose <i>ID</i><sub>50</sub>. Top panels (A) and (D): Cumulative incidences. Each dot represents a single outbreak, the number of which varies between simulations, and the lines show a marginal kernel density estimate of peak areas. Panels (B), (C), (E) and (F): number of peaks and minimum value of healthy host density. Each dot represents a single simulation run. The lines show smoothing spline fits to the points. In the left panels variance <i>A</i> = 0.0625. In the right panels variance <i>A</i> = 0.01. Colours red, b...
For each category, the horizontal central solid line represents the median, the diamond represents t...
<p>(<b><i>A</i></b>) Increasing host population structure results in a significant reduction in epid...
<p>(A) Five stochastic simulations of Muizenberg Mathematical Fever outbreaks using transmission par...
<p>The effect of pink stochastic variation on outbreak dynamics at different environmental variances...
<p>Effects of two stochastic environmental variations directed at pathogen growth rate <i>r</i><sub>...
<p>The effect of the variance of periodic environmental variation on the severity of outbreaks and h...
<p>Each plot is a comparison of the outcome of the runs starting with a particular immunity level to...
Solid lines depict the growth rate of the population of infected individuals for the wild type (blue...
<p>The dynamics of reinfection (A) and the mean parasitaemia (B) are shown for the stochastic simula...
<p>(A, B) show the standard deviation of population fluctuations, (C, D) show mean population densit...
<p>The probability of recovery is , the population fraction that resides inside the domain of intere...
Plots (a), (c) and (e) show the effect of varying transmission probability β, recovery rate γ, and p...
<p>Transmission of the disease is altered to reflect the impact of the size of the at-risk populatio...
<p>The probability of transmission is , the population fraction that resides inside the domain of in...
<p>Sixty parameterizations of strain-transcending immunity (strength and duration) were simulated. W...
For each category, the horizontal central solid line represents the median, the diamond represents t...
<p>(<b><i>A</i></b>) Increasing host population structure results in a significant reduction in epid...
<p>(A) Five stochastic simulations of Muizenberg Mathematical Fever outbreaks using transmission par...
<p>The effect of pink stochastic variation on outbreak dynamics at different environmental variances...
<p>Effects of two stochastic environmental variations directed at pathogen growth rate <i>r</i><sub>...
<p>The effect of the variance of periodic environmental variation on the severity of outbreaks and h...
<p>Each plot is a comparison of the outcome of the runs starting with a particular immunity level to...
Solid lines depict the growth rate of the population of infected individuals for the wild type (blue...
<p>The dynamics of reinfection (A) and the mean parasitaemia (B) are shown for the stochastic simula...
<p>(A, B) show the standard deviation of population fluctuations, (C, D) show mean population densit...
<p>The probability of recovery is , the population fraction that resides inside the domain of intere...
Plots (a), (c) and (e) show the effect of varying transmission probability β, recovery rate γ, and p...
<p>Transmission of the disease is altered to reflect the impact of the size of the at-risk populatio...
<p>The probability of transmission is , the population fraction that resides inside the domain of in...
<p>Sixty parameterizations of strain-transcending immunity (strength and duration) were simulated. W...
For each category, the horizontal central solid line represents the median, the diamond represents t...
<p>(<b><i>A</i></b>) Increasing host population structure results in a significant reduction in epid...
<p>(A) Five stochastic simulations of Muizenberg Mathematical Fever outbreaks using transmission par...