Mathematical Problems in Engineering / 2020 / Article / Tab 9 / Research Article
Value- and Ambiguity-Based Approach for Solving Intuitionistic Fuzzy Transportation Problem with Total Quantity Discounts and Incremental Quantity Discounts Table 9 Ambiguity measures of the IF cost and IF price breakpoints when
= 0.25.
Supply Demand 0.41 0.54 : 0.48 0.54 0.64 : 0.46 0.64 = X 113 < 1.45 : 0.44 0.41 0.53 : 0.5 0.53 = X 122 < 0.54 : 0.48 0.54 = X 123 < 1.45 : 0.46 0.41 ≤ X 131 < 0.46 : 0.53 0.46 ≤ X 132 < 0.54 : 0.5 0.54 = X 133 < 1.45 : 0.48 45 0.41 = X 211 < 0.64 : 0.54 0.64 = X 212 < 0.85 : 0.53 0.85 = X 213 < 1.45 : 0.46 0.41 = X 221 < 0.54 : 0.53 0.54 = X 222 < 0.85 : 0.5 0.85 = X 223 < 1.45 : 0.48 0.41 = X 231 < 0.5 : 0.53 0.5 = X 232 < 0.54 : 0.46 0.54 = X 233 < 1.45 : 0.44 45 0.41 = X 311 < 0.53 : 0.64 0.53 = X 312 < 0.54 : 0.54 0.54 = X 313 < 1.45 : 0.53 0.41 = X 321 < 0.44 : 0.53 0.44 = X 322 < 0.54 : 0.48 0.54 = X 323 < 1.45 : 0.44 0.41 = X 331 < 0.5 : 0.53 0.5 = X 332 < 0.54 : 0.46 0.54 = X 333 < 1.45 : 0.44 30 60 30 30 120