Table 4.

Global sensitivity analysis for the model {(2.2)–(2.6)}, giving PRCCs and p-values for the chosen response function, ${\mathcal{R}}_{RS}+{\mathcal{R}}_{RR}$. Parameters of the model are assumed to be uniformly distributed within the ranges indicated. Temperature-dependent parameters of the model are evaluated at 25 °C, and parameter values are chosen such that the fitness factors, ξ^RS and ξ^RR, take the values ξ^RS = 1.01 and ξ^RR = 1.15, respectively. Significant parameters (i.e., parameters with a PRCC value greater or equal to 0.5 in magnitude) are highlighted in bold font.

Parameter	Baseline	Range	PRCC	p-value
αRS	64.3564	51.4851–77.22768	0.7777	<0.01
αRR	50	40–60	0.7941	<0.01
${\sigma }_E^{RS}$	0.4454	0.3563–0.5345	0.2096	<0.01
${\sigma }_E^{RR}$	0.3461	0.2769–0.4153	0.2176	<0.01
${\mathit{\sigma }}_{\mathit{L}}^{\mathit{R}\mathit{S}}$	0.1114	0.0891–0.1337	0.5380	<0.01
${\mathit{\sigma }}_{\mathit{L}}^{\mathit{R}\mathit{R}}$	0.0865	0.0692–0.1038	0.5945	<0.01
${\sigma }_P^{RS}$	0.4454	0.3563–0.5345	0.2366	<0.01
${\sigma }_P^{RR}$	0.3461	0.2769–0.4153	0.2178	<0.01
${\mu }_E^{RS}$	0.0767	0.0614–0.0920	−0.1038	<0.01
${\mu }_E^{RR}$	0.0987	0.0790–0.1184	−0.2140	<0.01
${\mu }_L^{RS}$	0.0767	0.0614–0.0920	−0.3346	<0.01
${\mu }_L^{RR}$	0.0987	0.0790–0.1184	−0.4327	<0.01
${\mu }_P^{RS}$	0.0767	0.0614–0.0920	−0.1896	<0.01
${\mu }_P^{RR}$	0.0987	0.0790–0.1184	−0.2655	<0.01
${\mu }_{M_f}^{RS}$	0.0435	0.0348–0.0522	−0.0937	<0.01
${\mu }_{M_f}^{RR}$	0.0560	0.0448–0.0672	−0.2352	<0.01
νf	0.5	0.4–0.6	0.9308	<0.01
hL	0.25	0.2–0.3	0.0559	0.0813
hM	0.25	0.2–0.3	0.1319	<0.01
kL	0.37	0.2960–0.4440	0.1147	<0.01
kM	0.37	0.2960–0.4440	0.5609	<0.01
δL	0.84	0.6720–1.0080	−0.4922	<0.01
${\mathit{\delta }}_{{\mathit{M}}_{\mathit{f}}}$	0.84	0.6720–1.0080	−0.9023	<0.01
εL	0.8873	0.7098–1	−0.4223	<0.01
εM	0.8873	0.7098–1	−0.8753	<0.01
CL	0.1	0.08–0.12	−0.4834	<0.01
CM	0.5	0.4–0.6	−0.9019	<0.01