3.3 Sloppiness In order to detect the level of sloppiness of the parameters involved
in the Tyson’ model we applied the procedure designed by Guten-
kunst et al. [6] only for the nonzero parameters. Results are shown
in Fig.2.
3.4 Inverse Model The procedure of inverse problems have been developed adding a
white noise on parameters. The key is, of course, the simultaneous
fitting of all ten datasets. Results are reported in Table3 with
related statistics.
Table 2
Structurally identifiable parameters and parameter combinations
Parameter Note
k6 Is uniquely identifiable
k7 Is uniquely identifiable
k9 Is uniquely identifiable
k8notP Is uniquely identifiable
k2 Is uniquely identifiable
k3 Is uniquely identifiable
k1aa Is uniquely identifiable
k4 Unidentifiable
k4prime Unidentifiable
k5notP Unidentifiable
25
20
15
10
5
0
–5
–10
k6 k8notP k9 k3 k1aa k7 k4 k4prime
Fig. 2Parameters confidence intervals in a semilog box plot
80 Rodolfo Guzzi et al.