Discrete Dynamics in Nature and Society / 2018 / Article / Tab 1 / Research Article
A Hybrid Genetic Algorithm for Satellite Image Downlink Scheduling Problem Table 1 The comparison of HGA and the construction heuristic algorithms (the highest value of
for each instance obtained by three construction heuristic algorithms is marked in bold).
Instance HGA Construction heuristic algorithms Criterion 1 Criterion 2 Criterion 3 (%) (%) (%) (%)50-1 14706 45 13.84 13723 45 13.58 13997 46 13.90 14116 46 13.94 50-2 15726 47 16.98 14663 46 17.08 14942 47 16.90 14942 47 16.90 50-3 14965 45 15.73 13360 43 14.77 13822 44 15.07 13822 44 15.07 50-4 14611 46 17.75 13847 44 16.64 13893 44 16.68 13217 45 17.24 50-5 15336 45 16.48 13920 44 16.38 13911 42 15.13 13911 42 15.13 100-1 33401 92 31.83 28724 81 28.06 28609 83 27.64 28915 83 27.82 100-2 33121 92 29.39 29904 88 28.53 29450 83 25.60 29630 83 25.75 100-3 31388 89 32.64 27368 78 27.64 28804 86 30.56 29330 86 30.62 100-4 33437 94 32.80 29897 84 29.05 29069 88 29.65 29079 88 29.81 100-5 32552 93 31.18 28911 82 26.91 27735 81 25.42 28015 81 25.54 150-1 48064 132 47.12 36246 96 35.29 37852 107 33.40 38523 109 35.25 150-2 47003 131 47.20 38710 110 40.03 37970 110 35.39 38078 111 36.14 150-3 46853 133 48.01 36697 103 35.62 39815 115 37.91 40278 115 38.56 150-4 48539 135 47.18 37473 102 35.52 38662 109 32.82 39252 109 33.12 150-5 47712 133 47.84 38829 109 38.54 36838 104 33.26 37182 103 33.42 200-1 60603 168 54.79 45696 124 39.34 47726 134 36.44 48061 132 36.08 200-2 61509 168 57.47 51462 139 46.11 47966 134 39.71 48269 131 38.88 200-3 61831 166 57.33 47793 127 42.79 48292 135 41.16 52043 140 44.50 200-4 63744 173 56.43 45143 120 38.96 50414 137 38.17 50360 133 36.60 200-5 62700 169 51.19 47155 120 37.57 53696 148 40.95 51551 141 39.04 250-1 70442 191 68.07 47544 133 45.61 50238 141 40.89 51442 139 40.49 250-2 71898 197 64.32 52614 137 44.78 53338 149 41.78 53794 148 41.94 250-3 72696 201 64.85 50987 134 43.37 53740 152 40.01 54214 149 39.34 250-4 72115 192 64.28 56824 147 49.66 54001 149 41.30 56191 151 43.05 250-5 73138 198 65.83 50920 131 44.32 54924 153 41.62 56250 152 42.04 300-1 79244 218 69.16 55277 147 48.67 61203 172 45.21 59412 163 44.36 300-2 81224 221 70.59 57850 152 49.21 61658 173 45.61 61847 170 45.69 300-3 79053 219 72.08 58712 160 53.02 60572 171 44.94 59545 167 44.80 300-4 80740 219 69.14 54049 141 47.76 60325 169 43.67 62398 175 46.74 300-5 80674 222 71.72 56434 151 49.29 59164 167 43.15 61216 166 43.61