A Distribution-Free Approach to Stochastic Efficiency Measurement with Inclusion of Expert Knowledge

Table 3

DEA and CCP efficiency evaluation for simulation 1.

	DEA; 𝜃	∑^𝑞𝑅=1𝜆𝑟,𝑅	CCP (U); 𝜃^𝑈CCP	CCP (L); 𝜃^𝐿CCP	Average; 𝜃CCP	CCP; 𝜃CCP	∑^𝑞𝑅=1𝜆^𝑈𝑟,𝑅	∑^𝑞𝑅=1𝜆^𝐿𝑟,𝑅	∑^𝑞𝑅=1𝜆𝑟,𝑅
DMU1	1	1.674	0.795	1.52	1.158	1	1.834 (8)	2.124 (6)	1.979
DMU2	1	1.58	0.762	1.259	1.011	1	1.31 (3)	1.18 (5)	1.245
DMU3	0.892	0	0.694	1.074	0.884	0.884	0	0.323	0.162
DMU4	1	2.56	0.69	1.277	0.984	0.984	3.458 (7)	1.785 (8)	2.621
DMU5	0.679	0	0.481	0.852	0.666	0.666	0	0	0
DMU6	0.909	0	0.706	1.089	0.898	0.898	0	0.5463	0.273
DMU7	0.882	0	0.653	1.094	0.873	0.873	0	0.5199	0.26
DMU8	0.715	0	0.538	0.885	0.711	0.711	0	0	0
DMU9	1	4.778	0.777	1.238	1.008	1	4.876 (10)	2.415 (9)	3.645
DMU10	0.787	0	0.665	0.894	0.779	0.779	0	0	0
DMU11	1	1.105	0.82	1.593	1.206	0.91	0.0996 (3)	2.37 (9)	1.235
DMU12	0.749	0	0.666	0.819	0.743	0.743	0	0	0
DMU13	0.879	0	0.772	0.962	0.867	0.867	0	0	0
DMU14	1	2.302	0.912	2.154	1.533	1	1.532 (4)	2.134 (6)	1.833
DMU15	1	1	0.924	2.906	1.915	1	1.892 (2)	1.601 (5)	1.747