A Compensatory Approach to Multiobjective Linear Transportation Problem with Fuzzy Cost Coefficients

Table 6

The results of our compensatory model.

	𝛾=0	𝛾=0.1	𝛾=0.2	𝛾=0.3	𝛾=0.4	𝛾=0.5	𝛾=0.6	𝛾=0.7	𝛾=0.8	𝛾=0.9	𝛾=1.0
𝑓^11	330.0000	330.0000	330.0000	330.0000	330.0000	333.7013	333.7013	333.7013	333.7013	333.7013	333.7013
𝑓^12	488.0000	506.5426	506.5426	506.5426	506.5426	503.0398	503.0398	503.0398	503.0398	503.0398	503.0398
𝑓^13	592.0000	598.1809	598.1809	598.1809	598.1809	593.3119	593.3119	593.3119	593.3119	593.3119	593.3119
𝑓^14	784.0000	784.0000	784.0000	784.0000	784.0000	780.2987	780.2987	780.2987	780.2987	780.2987	780.2987
𝑓^21	323.0000	310.6383	310.6383	310.6383	310.6383	308.0384	308.0384	308.0384	308.0384	308.0384	308.0384
𝑓^22	422.0000	415.8191	415.8191	415.8191	415.8191	421.9218	421.9218	421.9218	421.9218	421.9218	421.9218
𝑓^23	475.0000	475.0000	475.0000	475.0000	475.0000	481.1689	481.1689	481.1689	481.1689	481.1689	481.1689
𝑓^24	574.0000	586.3617	586.3617	586.3617	586.3617	598.8318	598.8318	598.8318	598.8318	598.8318	598.8318
𝜇^11	1.0000	1.0000	1.0000	1.0000	1.0000	0.9798	0.9798	0.9798	0.9798	0.9798	0.9798
𝜇^12	0.9289	0.8465	0.8465	0.8465	0.8465	0.8620	0.8620	0.8620	0.8620	0.8620	0.8620
𝜇^13	0.8904	0.8622	0.8622	0.8622	0.8622	0.8844	0.8844	0.8844	0.8844	0.8844	0.8844
𝜇^14	0.8868	0.8868	0.8868	0.8868	0.8868	0.9043	0.9043	0.9043	0.9043	0.9043	0.9043
𝜇^21	0.7725	0.8465	0.8465	0.8465	0.8465	0.8620	0.8620	0.8620	0.8620	0.8620	0.8620
𝜇^22	0.9091	0.9602	0.9602	0.9602	0.9602	0.9097	0.9097	0.9097	0.9097	0.9097	0.9097
𝜇^23	1.0000	1.0000	1.0000	1.0000	1.0000	0.9518	0.9518	0.9518	0.9518	0.9518	0.9518
𝜇^24	1.0000	0.9313	0.9313	0.9313	0.9313	0.8620	0.8620	0.8620	0.8620	0.8620	0.8620
𝜆	0.7725	0.8465	0.8465	0.8465	0.8465	0.8620	0.8620	0.8620	0.8620	0.8620	0.8620
𝜇and	0.9235	0.9097	0.9026	0.8956	0.8886	0.8820	0.8780	0.8740	0.8700	0.8660	0.8620