Table 3.

Accuracy measures in the three regions: Algorithm 1 with Poisson for f and identity for g where the set of explanatory variables is Equartion (16) and $h=1,2,3$. Train/test values are reported.

Regions	h	RMSE	MASE	MARE	${\mathit{R}}_{\mathbf{COR}}^2$	SI
Dakar	1	3886.43/2367.55	0.95/1.06	0.85/1.59	0.51/0.54	33.93/49.35
Dakar	2	5265.41/3565.7	1.47/2.15	2.4/5.97	0.08/0.06	41.5/69.91
Dakar	3	5399.89/4075.83	1.55/2.79	3.15/9.38	0.01/0.01	60.31/56.57
Fatick	1	916.35/408.29	0.96/1.11	0.76/0.75	0.55/0.5	22.22/18.83
Fatick	2	1250.88/741.17	1.47/2.26	1.99/2.21	0.14/0.03	24.92/24.75
Fatick	3	1339.06/807.71	1.67/2.71	2.85/3.32	0.0/0.01	25.23/25.19
Kedougou	1	1250.53/2523.74	1.02/0.93	1.06/0.61	0.61/0.59	30.69/36.47
Kedougou	2	1790.88/3770.72	1.58/1.59	2.67/1.23	0.19/0.18	41.54/41.69
Kedougou	3	1972.37/4427.78	1.87/1.84	3.65/1.43	0.02/0.01	42.41/47.11