<p>Given population density, 60 simulation replicates were run for each vaccination diffusion rate <i>μ</i> under (A) a timely response, i.e. implemented at <i>t</i> = 0, and (B) a delayed response that lags behind the outbreak for 2 epidemic generations, i.e. implemented 10 time steps later. Time step <i>τ =</i> 0.1, transmission rate <i>δ =</i> 2, recovery rate <i>ρ</i> = 0.2, vaccine intensity <i>ε</i> = 20, and interaction scale <i>α =</i> 1. Large circles represent 1) the proportions of simulation replicates that result in a <i>major</i> outbreak event (red), defined by a threshold of ≥10% of total population infected, and 2) the expected proportional outbreak sizes of all simulation replicates under timely (green) and delayed (yellow)...
<p>Black line with circles denote reported cases (e.g., in (a), in the form of square-root) and repo...
<p>Since the local CDC investigated and implemented the actual combined strategies at day 8 in this ...
<p>The curves depict the average epidemic size as a function of the external transmission rates in t...
<p>a) Fraction of population infected, i.e. outbreak size (red) and duration (blue) as a function of...
<p>(A) Five stochastic simulations of Muizenberg Mathematical Fever outbreaks using transmission par...
<p>The stochastic combined mean final epidemic size 〈<i>E</i>〉 as a function of the fractional alloc...
<p>Population densities are simulated from 2000 to 10201 at intervals of 200. Time step <i>τ =</i> 0...
<p>Dashed lines and shaded area denote the lower 5% and upper 95% of simulated values. Parameter val...
<p>Each plot is a comparison of the outcome of the runs starting with a particular immunity level to...
a) The number of currently infected individuals is plotted versus time for different values of the i...
a) The simulation is executed without any control measure, and the number of infected individuals is...
<p>The final size of the local epidemic (A) and the time until the infected individuals first appear...
<p>Left: 5% initially infected, chosen randomly from the population. Right: 5% initially infected, c...
Given immunization budget b = 5% of the entire population, for each immunization type, 5000 simulati...
grantor: University of TorontoUsing epidemic simulations in randomly mixing and stratifie...
<p>Black line with circles denote reported cases (e.g., in (a), in the form of square-root) and repo...
<p>Since the local CDC investigated and implemented the actual combined strategies at day 8 in this ...
<p>The curves depict the average epidemic size as a function of the external transmission rates in t...
<p>a) Fraction of population infected, i.e. outbreak size (red) and duration (blue) as a function of...
<p>(A) Five stochastic simulations of Muizenberg Mathematical Fever outbreaks using transmission par...
<p>The stochastic combined mean final epidemic size 〈<i>E</i>〉 as a function of the fractional alloc...
<p>Population densities are simulated from 2000 to 10201 at intervals of 200. Time step <i>τ =</i> 0...
<p>Dashed lines and shaded area denote the lower 5% and upper 95% of simulated values. Parameter val...
<p>Each plot is a comparison of the outcome of the runs starting with a particular immunity level to...
a) The number of currently infected individuals is plotted versus time for different values of the i...
a) The simulation is executed without any control measure, and the number of infected individuals is...
<p>The final size of the local epidemic (A) and the time until the infected individuals first appear...
<p>Left: 5% initially infected, chosen randomly from the population. Right: 5% initially infected, c...
Given immunization budget b = 5% of the entire population, for each immunization type, 5000 simulati...
grantor: University of TorontoUsing epidemic simulations in randomly mixing and stratifie...
<p>Black line with circles denote reported cases (e.g., in (a), in the form of square-root) and repo...
<p>Since the local CDC investigated and implemented the actual combined strategies at day 8 in this ...
<p>The curves depict the average epidemic size as a function of the external transmission rates in t...