Journal of Mathematics / 2024 / Article / Tab 4 / Research Article
A Two-Objective Model for the Multilevel Supply Chain of Blood Products with the Approach of Reducing the Rate of Contagion under the (COVID-19) Epidemic Outbreak Conditions Table 4 The results of solving the numerical instances.
No. LP-metric AUGMECON2 Modified weighted Chebyshev (MU) (%)CPU time (s) (MU) (%)CPU time (s) (MU) (%)CPU time (s) 1 1486 720 105 1386 1594 101 986 406 150 2 2722 361 225 2628 1121 170 1720 371 105 3 3688 320 310 2888 1078 600 2540 369 108 4 4629 306 1012 3521 976 303 3828 351 1011 5 5161 300 147 6043 916 958 6040 306 147 6 5163 271 116 6170 745 168 6160 300 116 7 5501 269 1030 6468 690 455 7065 290 1029 8 7241 262 183 6605 676 107 7469 247 183 9 8469 251 704 7040 624 600 7521 247 205 10 8822 204 180 8420 549 580 10650 232 182 11 9664 170 808 10822 538 807 10820 216 338 12 11163 160 288 11620 504 246 11912 204 287 13 11737 152 1028 12160 499 576 12055 171 1029 14 12626 147 1022 12434 470 1130 12160 162 1023 15 13050 124 1038 14052 412 240 12740 152 1038 16 18004 121 1021 18213 305 634 16151 121 1022 17 18132 120 1016 19004 250 1025 17145 119 1017 18 19243 109 1034 19140 218 964 17270 107 1035 19 22707 107 246 23507 149 151 24708 107 1247 20 26235 101 1014 24272 102 558 25214 101 1015 Average 10772.2 228.75 626.35 10819.70 620.8 518.65 10707.70 228.95 614.35