Table 7 Ranking for different values of p and q.
From: Extended PROMETHEE method with (p,q)-rung linear Diophantine fuzzy sets for robot selection problem
(p, q) | Ranking |
|---|---|
(4, 4) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(4, 5) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(4, 6) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(5, 6) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(7, 7) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(8, 6) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
(5, 7) | \({\mathfrak {A}}_{1}>{\mathfrak {A}}_{3}>{\mathfrak {A}}_{4}>{\mathfrak {A}}_{2}>{\mathfrak {A}}_{5}\) |
