Table 2.

A-SIR model. Height and timing of the epidemic peak $K_{\ast }\left[t_1\right]$ and of the peak for symptomatic $I_{\ast }=I\left[t_2\right]$ (note $t_1\ne t_2$) and time for reaching the “safe” level ($I\left(t_s\right)=10^{-4}{S}_0$), together with duration of the interval $\tau =t_s-t_a$ defined in terms of symptomatic infectives, for the different combinations of parameters considered in the numerical runs of Fig. 5, Fig. 6. See text. In all cases nearly all the population goes through infection, and a fraction $\approx \xi$ with symptoms.

$\alpha ∕{\alpha }_0$	$\beta ∕{\beta }_0$	$\eta ∕{\eta }_0$	$\gamma ∕{\gamma }_0$	$K_{\ast }∕N$	$I_{\ast }∕N$	$t_1$	$t_2$	$t_s$	$\tau$
1	1	1	1	0.730	0.058	29	28	94	82
1/2	1/2	1/2	1	0.730	0.058	58	55	188	164
2	2	2	1	0.730	0.058	14	14	47	41
1/2	1	1	2	0.568	0.039	60	57	129	104
1	2	2	2	0.568	0.039	30	29	65	52
1/2	2	2	4	0.348	0.020	68	65	124	92