A Demonstration of Modern Bayesian Methods for Assessing System Reliability with Multilevel Data and for Allocating Resources

Table 5

Posterior summaries for complex series-parallel system example (0.05, 0.5, 0.95 quantiles).

Node
0	(0.99990, 0.99996, 0.99998)
1	(0.98835, 0.99354, 0.99678)
2	(0.98812, 0.99342, 0.99680)
11	(0.99962, 0.99985, 0.99995)
12	(0.98835, 0.99354, 0.99678)
111	(0.97371, 0.98505, 0.99311)
112	(0.97990, 0.98990, 0.99568)
121	(0.98853, 0.99373, 0.99696)
122	(0.99962, 0.99985, 0.99996)
1111	(0.97389, 0.98519, 0.99329)
1112	(0.99962, 0.99986, 0.99996)
1121	(0.98010, 0.99008, 0.99584)
1122	(0.99961, 0.99985, 0.99996)
21	(0.99983, 0.99995, 0.99999)
22	(0.98812, 0.99342, 0.99680)
211	(0.98681, 0.99468, 0.99847)
212	(0.98040, 0.98994, 0.99599)
221	(0.98826, 0.99359, 0.99697)
222	(0.99962, 0.99985, 0.99996)
2111	(0.98697, 0.99485, 0.99865)
2112	(0.99961, 0.99986, 0.99996)
2121	(0.98054, 0.99011, 0.99614)
2122	(0.99962, 0.99985, 0.99996)