Table 1. Parameters of the infectiousness model.
| Name | Symbol | Description | Central value | Uncertainty | Source |
| Parameters directly calculated from data | |||||
| Doubling time | T2 | The time taken for the epidemic to double in size during the early uncontrolled phase of expansion |
5.0 days | 95% CI: 4.2–6.4 | (20) |
| Incubation period (two parameters) |
s(τ) | Lognormal meanlog Lognormal sdlog |
1.644 0.363 |
95% CI: 1.495–1.798 95% CI: 0.201–0.521 |
(21) |
| Generation time (two parameters) |
w(τ) | Weibull shape Weibull scale |
2.826 5.665 |
95% CI: 1.75–4.7 95% CI: 4.7–6.9 |
This paper |
| Parameters with Bayesian priors informed by anecdotal reports or indirect evidence | |||||
| Proportion asymptomatic |
Pa | The proportion of infected individuals who are asymptomatic |
0.4 | Prior = beta (α = 1.5, β = 1.75) Mode = 0.4 Mean = 0.46 |
Media reports (Diamond Princess) |
| Relative infectiousness of asymptomatics |
xa | The ratio of infectiousness of asymptomatic individuals to infectiousness of symptomatic individuals |
0.1 | Prior = beta (α = 1.5, β = 5.5) Mode = 0.1 Mean = 0.21 |
Observation of few missing links in Singapore outbreak to date [suggestion from (19)] |
| Fraction of all transmission that is environmentally mediated |
RE/R0 | Self-explanatory | 0.1 | Prior = beta (α = 1.5, β = 5.5) Mode = 0.1 Mean = 0.21 |
Anecdotal observation that many infections can be traced to close contacts once detailed tracing is completed |
| Environmental infectiousness |
E(l) | Rate at which a contaminated environment infects new people after a time lag l |
3 | Box function (0, n) days, prior for n = gamma (shape = 4, rate = 1) Mode = 3 Mean = 4 |
(39); variety of values for many different surfaces |