Research Article
Using Metric Distance Ranking Method to Find Intuitionistic Fuzzy Critical Path
Table 5
Rank value of total slack (Atanassov) intuitionistic fuzzy time of all possible paths for membership function.
| Paths | IFCPM() to 4 | Rank value by proposed method using Definition 12 | Ranking | Rank value using Definition 8 | Ranking | Rank value using Definition 9 | Ranking | Rank value using Definition 10 | Ranking | Rank value using Definition 11 | Ranking |
| 1→2→6 | (−38, 4, 42, 92) | 51.56 | IV | 24.3 | IV | 40 | IV | 73 | IV | 24.3 | IV | 1→4→6 | (−69, −16, 26, 86) | 57 | III | 6.16 | II | 61.098 | III | 98.5 | III | 6.17 | II | 1→3→5→6 | (−108, −22, 42, 128) | 86.687 | II | 10 | III | 74.77 | II | 121 | II | 10 | III | 1→4→5→6 | (−132, −36, 36, 132) | 96.498 | I | 0 | I | 102.33 | I | 140 | I | 0 | I |
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