Table 4.

Precision parameters associated with each spatial, temporal, and spatio-temporal random effect included in Models 3–12

Model	Lagged effect on the covariates (in days)
	0					7					14
	${\tau }_u$	${\tau }_v$	${\tau }_{\gamma }$	${\tau }_{\varphi }$	${\tau }_{\delta }$	${\tau }_u$	${\tau }_v$	${\tau }_{\gamma }$	${\tau }_{\varphi }$	${\tau }_{\delta }$	${\tau }_u$	${\tau }_v$	${\tau }_{\gamma }$	${\tau }_{\varphi }$	${\tau }_{\delta }$
Model 3	0.61	1856.80	8.05	19519.94	–	0.61	1830.99	7.46	19322.89	–	0.61	1808.52	8.22	19281.02	–
Model 4	0.61	1880.24	2905.82	28751.88	–	0.61	1868.87	2336.19	28155.57	–	0.61	1828.89	2996.43	32255.73	–
Model 5	0.58	1701.93	17.28	20029.05	1.96	0.58	1694.79	17.76	16311.47	1.96	0.57	1987.44	17.87	19504.56	1.96
Model 6	1683.99	1824.58	71.77	17086.46	0.16	1669.41	1764.29	81.33	17326.17	0.16	1710.88	1782.48	78.25	17339.23	0.16
Model 7	1840.15	2.40	15954.35	19012.55	1.77	1838.72	2.35	16686.60	18328.64	1.77	1844.39	2.34	16605.04	18684.12	1.77
Model 8	2548.59	2549.11	6.03	22059.37	0.05	1932.06	1851.87	6.17	22289.05	0.05	1956.98	1995.20	6.37	22369.79	0.05
Model 9	0.57	1755.44	4150.88	19984.01	1.56	0.57	1778.78	4460.82	20199.37	1.56	0.57	1655.83	5206.65	12321.17	1.55
Model 10	1735.39	1793.79	38350.20	29884.19	0.01	2148.25	1996.45	38612.51	30192.31	0.01	1640.81	1746.67	38360.92	30166.73	0.01
Model 11	1.34	7.47	43977.69	18991.44	1.33	0.71	1826.22	42416.58	19266.62	1.33	1.40	7.23	40716.07	18450.46	1.33
Model 12	1842.10	1900.22	205.84	22812.31	0.00	2096.99	1993.96	229.80	23237.58	0.00	1893.71	1841.31	247.87	22423.13	0.00

The precision represents the inverse of the variance of the corresponding random effect