Solving a Fully Fuzzy Linear Programming Problem through Compromise Programming

Table 3

The 𝑠^∗-fuzzy-optimal solutions with different value of 𝜆.

𝜆	𝑠^∗	𝑥^∗1(𝑠^∗)	𝑥^∗2(𝑠^∗)	𝑍^∗	ℜ(𝑍^∗)	Δ(𝑍^∗)
0	0.959	(0.87, 2.66, 3.00)	(4.25, 4.25, 7.00)	(9.38, 28.70, 82.93)	37.43	73.55
0.1	0.959	(0.90, 2.82, 2.82)	(4.20, 4.20, 7.00)	(9.30, 29.49, 81.36)	37.41	72.07
0.2	0.957	(0.73, 2.76, 2.76)	(4.54, 4.54, 6.77)	(9.81, 30.19, 79.04)	37.31	69.23
0.3	0.957	(0.73, 2.76, 2.76)	(4.54, 4.54, 6.77)	(9.81, 30.19, 79.04)	37.31	69.23
0.4	0.957	(0.73, 2.76, 2.76)	(4.54, 4.54, 6.77)	(9.81, 30.19, 79.04)	37.31	69.23
0.5	0.957	(0.73, 2.76, 2.76)	(4.54, 4.54, 6.77)	(9.81, 30.19, 79.04)	37.31	69.23
0.6	0.957	(0.73, 2.76, 2.76)	(4.54, 4.54, 6.77)	(9.81, 30.19, 79.04)	37.31	69.23
0.7	0.985	(0.63, 2.33, 3.32)	(4.75, 4.75, 5.73)	(10.12, 28.20, 75.73)	35.56	65.61
0.8	0.985	(0.63, 2.33, 3.32)	(4.75, 4.75, 5.73)	(10.12, 28.20, 75.73)	35.56	65.61
0.9	0.985	(0.63, 2.33, 3.32)	(4.75, 4.75, 5.73)	(10.12, 28.20, 75.73)	35.56	65.61
1	0.985	(0.63, 2.33, 3.32)	(4.75, 4.75, 5.73)	(10.12, 28.20, 75.73)	35.56	65.61