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Random network on individuals
The simulation parameters
- The network parameters: sim.1.network.parameters
- The simulation parameters:
- Both ODE and stochastic: sim.1.parameters
- Stochastic only: sim.1.stochastic.parameters
- The initial condition: i0_100
The ODE model
- The contact network is a random network on individuals, with household structure.
- So, following a random link, the probability that the link falls into a household of \(H_{nj}\) is \[p_{nj}=\frac{(n-j)H_{nj}}{\sum_{n,j}(n-j)H_{nj}}\]
The simulated epidemic curve
- The number of infectious individuals on each day: sim.1.data
- The plot sim.1.png, generated by sim.1.plot
Random network on households
The simulation parameters
- The network parameters: sim.2.network.parameters
- The simulation parameters:
- Both ODE and stochastic: sim.2.parameters
- Stochastic only: sim.2.stochastic.parameters
- The initial condition: i0_100
The ODE model
- The contact network is a random network on households, a link connecting to a household has the same probability connecting to every individual in the household.
- So, following a random link, the probability that the link falls into a household of \(H_{nj}\) is \[p_{nj}=\frac{(n-j)/nH_{nj}}{\sum_{n,j}(n-j)/nH_{nj}}\] for \(n\neq0\), and \(0\) for \(n=0\).
The simulated epidemic curve
- The number of infectious individuals on each day: sim.2.data
- The plot sim.2.png, generated by sim.2.plot
