A Novel Multiperson Game Approach for Linguistic Multicriteria Decision Making Problems

Table 10

The defuzzied performance of each enterprise with respect to criteria under all strategy combinations.

Strategy; combination	Enterprise 𝑃^1				Enterprise 𝑃^2			Enterprise 𝑃^3
	𝑐^11	𝑐^12	𝑐^13	𝑐^14	𝑐^21	𝑐^22	𝑐^23	𝑐^31	𝑐^32	𝑐^33	𝑐^34
𝑠^11, 𝑠^21, 𝑠^31	0.500	0.542	0.667	0.444	0.667	0.708	0.778	0.375	0.417	0.222	0.458
𝑠^12, 𝑠^21, 𝑠^31	0.472	0.542	0.417	0.667	0.181	0.417	0.458	0.500	0.792	0.667	0.708
𝑠^13, 𝑠^21, 𝑠^31	0.458	0.750	0.139	0.375	0.667	0.222	0.347	0.431	0.583	0.583	0.611
𝑠^11, 𝑠^22, 𝑠^31	0.736	0.569	0.667	0.653	0.375	0.417	0.583	0.583	0.569	0.458	0.694
𝑠^12, 𝑠^22, 𝑠^31	0.181	0.694	0.542	0.694	0.389	0.750	0.611	0.486	0.625	0.583	0.542
𝑠^13, 𝑠^22, 𝑠^31	0.736	0.417	0.306	0.250	0.611	0.417	0.847	0.542	0.931	0.694	0.458
𝑠^11, 𝑠^23, 𝑠^31	0.778	0.611	0.500	0.778	0.111	0.542	0.736	0.444	0.583	0.486	0.250
𝑠^12, 𝑠^23, 𝑠^31	0.611	0.819	0.264	0.653	0.819	0.417	0.694	0.500	0.333	0.375	0.708
𝑠^13, 𝑠^23, 𝑠^31	0.667	0.500	0.583	0.389	0.625	0.667	0.583	0.583	0.542	0.625	0.708
𝑠^11, 𝑠^21, 𝑠^32	0.778	0.528	0.611	0.778	0.333	0.375	0.306	0.694	0.708	0.625	0.778
𝑠^12, 𝑠^21, 𝑠^32	0.569	0.708	0.778	0.528	0.667	0.625	0.583	0.208	0.347	0.583	0.583
𝑠^13, 𝑠^21, 𝑠^32	0.583	0.458	0.667	0.417	0.778	0.542	0.500	0.347	0.667	0.736	0.500
𝑠^11, 𝑠^22, 𝑠^32	0.431	0.514	0.542	0.778	0.500	0.569	0.653	0.667	0.847	0.458	0.375
𝑠^12, 𝑠^22, 𝑠^32	0.514	0.472	0.472	0.625	0.569	0.556	0.333	0.333	0.528	0.611	0.264
𝑠^13, 𝑠^22, 𝑠^32	0.778	0.111	0.500	0.792	0.250	0.514	0.264	0.486	0.347	0.417	0.583
𝑠^11, 𝑠^23, 𝑠^32	0.306	0.667	0.542	0.653	0.472	0.375	0.583	0.583	0.778	0.389	0.625
𝑠^12, 𝑠^23, 𝑠^32	0.708	0.611	0.292	0.653	0.708	0.583	0.667	0.708	0.778	0.542	0.736
𝑠^13, 𝑠^23, 𝑠^32	0.264	0.750	0.653	0.236	0.431	0.653	0.736	0.333	0.139	0.694	0.264