Ranking-Theory Methods for Solving Multicriteria Decision-Making Problems
Table 1
Materials ranked by proposed methods.
Material
Rating
Rank
Rating
Rank
Rating
Rank
Rating
Rank
Rating
Rank
1
0,3529
14
0,1666
14
0,8752
14
0,0335
14
-3,408
14
2
0,3922
12
0,1816
12
0,9136
12
0,0380
12
-3,231
12
3
0,4118
10
0,1882
11
0,9274
11
0,0403
11
-3,167
10
4
0,6087
5
0,2693
7
1,0945
5
0,0819
7
-2,424
5
5
0,2340
15
0,1164
15
0,7342
15
0,0201
15
-4,072
15
6
0,5870
7
0,2716
6
1,0694
7
0,0822
6
-2,532
7
7
0,6087
6
0,2843
4
1,0907
6
0,0913
4
-2,438
6
8
0,3673
13
0,1767
13
0,8888
13
0,0371
13
-3,349
13
9
0,4400
9
0,2052
9
0,9563
9
0,0470
9
-3,043
9
10
0,4082
11
0,1931
10
0,9288
10
0,0425
10
-3,167
11
11
0,4600
8
0,2130
8
0,9755
8
0,0502
8
-2,959
8
12
0,6481
3
0,2969
3
1,1322
3
0,1022
3
-2,256
3
13
0,6800
2
0,3190
1
1,1595
2
0,1232
1
-2,125
2
14
0,6875
1
0,3161
2
1,1600
1
0,1222
2
-2,115
1
15
0,6250
4
0,2790
5
1,1001
4
0,0884
5
-2,395
4
Note: italic corresponds to the Pareto optimal (efficient) alternatives.
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