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.