Developing Common Set of Weights with Considering Nondiscretionary Inputs and Using Ideal Point Method

Table 4

The results of 20 bank branches from models (5)–(7).

DMUs	Model (6)	Rank	Models (5) and (7)	Rank	DMUs	Model (6)	Rank	Models (5) and (7)	Rank
1	0.8193072	7	0.814882	5	11	1.0000000	1	0.274558	19
2	1.0000000	1	1.000001	2	12	0.7129804	9	0.703550	7
3	0.6949586	11	0.667146	9	13	0.9295474	6	0.864070	3
4	0.6982259	10	0.677215	8	14	0.7662059	8	0.293495	18
5	0.5892561	13	0.586333	11	15	0.1801541	20	0.157402	20
6	0.4343827	16	0.409140	15	16	0.4927510	15	0.489511	14
7	1.0000000	1	0.845831	4	17	0.5596400	14	0.541312	13
8	0.3169876	18	0.296808	17	18	0.4135209	17	0.388773	16
9	1.0000000	1	1.000017	1	19	0.2405702	19	0.663105	10
10	0.6294556	12	0.585199	12	20	1.0000000	1	0.777212	6