Research Article

A Dynamic Opposite Learning Assisted Grasshopper Optimization Algorithm for the Flexible JobScheduling Problem

Table 3

The analysis of and .

DOLGOA = 1 = 2 = 3 = 4=5 = 6 = 7 = 8 = 9 = 10

 = 0.15.68E + 068.08E + 069.04E + 061.13E + 074.98E + 063.16E + 068.49E + 068.23E + 067.78E + 061.06E + 07
 = 0.21.39E + 075.65E + 061.06E + 078.21E + 064.33E + 064.56E + 062.09E + 065.58E + 066.16E + 063.02E + 06
 = 0.32.25E + 062.59E + 068.37E + 066.23E + 069.51E + 064.18E + 064.69E + 063.14E + 064.63E + 062.28E + 06
 = 0.46.06E + 062.62E + 066.35E + 061.98E + 067.11E + 065.48E + 066.07E + 065.37E + 067.52E + 068.97E + 06
 = 0.54.69E + 062.45E + 065.14E + 063.53E + 064.22E + 061.84E + 065.63E + 067.82E + 064.79E + 066.35E + 06
 = 0.65.62E + 061.17E + 077.51E + 064.16E + 063.17E + 062.59E + 063.19E + 061.82E + 061.55E + 067.45E + 06
 = 0.76.57E + 063.74E + 065.18E + 062.25E + 063.91E + 069.26E + 066.98E + 063.54E + 063.26E + 066.74E + 06
 = 0.81.54E + 067.66E + 068.43E + 063.67E + 065.07E + 062.82E + 062.10E + 063.08E + 063.60E + 062.35E + 06
 = 0.93.90E + 066.37E + 063.47E + 063.90E + 061.11E + 064.90E + 061.56E + 068.06E + 066.84E + 061.60E + 06
 = 12.40E + 063.34E + 064.59E + 062.57E + 062.23E + 061.40E + 061.94E + 061.55E + 063.38E + 064.14E + 06