Table 1.

Parameter descriptions for both the community and workplace models

Parameter	Value	Description
$\beta$	0–2.5 ${\text{days}}^{-1}$	Workplace transmission
$\overline{\beta }$	0–1.5 ${\text{days}}^{-1}$	Mean workplace transmission rate when assuming heterogeneity in infectiousness
${\beta }_g$	0.5–0.9 ${\text{days}}^{-1}$	Within-group transmission rate
1/l	5.2 days	Mean latency period
r	1/6 ${\text{days}}^{-1}$	Recovery rate
w	1/10 ${\text{days}}^{-1}$	Recovery rate for hospitalised individuals
h	1/6 ${\text{days}}^{-1}$	Hospitalisation rate
d	1/10 ${\text{days}}^{-1}$	Death rate
$\pi$	0.48–1.12 ${\text{days}}^{-1}$	Infection rate in the community
$\kappa$	0.016	Relative transmission in the community after NPIs
$\nu$	0.3	Slope of the sigmoid function
$\tau$	50	Midpoint of transmission reduction
$N_C$	1000000	Community population size
$N_W$	20–1000	Workplace population size
${\omega }_{\rho }$	0–3	Gamma rate, infectiousness
$k_{\rho }$	0–3	Gamma shape, infectiousness
${\omega }_z$	0–3	Gamma rate, susceptibility
$k_z$	0–3	Gamma shape, susceptibility
${ϵ}_1$	0.025	Probability of being hospitalised
${ϵ}_2$	0.37	Probability of death
${ϵ}_3$	0.3	Probability of being symptomatic