Research Article

An Enhanced Grasshopper Optimization Algorithm to the Bin Packing Problem

Table 3

Results for unimodal functions.

FunctionTypeEGOAGOADAALOPSOOBLGOA

F1avg9.0534E140.973037.27760.00143.1013E − 053.2306E − 05
std3.7011E140.869881.61860.00117.9301E − 052.3431E − 05
best1.9846E140.01723.55260.00022.9928E − 075.2292E − 06
worst1.8459E133.8065450.17490.00480.00041.0108E − 04

F2avg1.2287E0718.03674.411230.23920.07760.0146
std2.7105E0836.43202.392937.30480.14590.0390
best7.2962E080.03061.32951.14300.00030.0013
worst2.0402E07118.123910.9685114.76810.68040.1775

F3avg0.00281413.81901128.25434431.5768228.07910.0054
std0.0036628.50171139.04491821.2736173.77770.0018
best8.5499E13475.2364214.35972059.276563.39510.0019
worst0.01212784.67866174.24269027.3843732.16250.0087

F4avg1.4732E078.639630.483019.63483.71430.0122
std5.2777E082.91207.97704.88141.69190.0084
best6.4635E085.080516.643711.14981.69230.0024
worst2.6566E0716.939952.925530.76457.53660.0304

F5avg27.9972932.49504273.4106347.3018168.323728.4168
std0.64841473.452516369.5087439.0214543.59660.2120
best26.237428.005791.615728.546512.598127.9057
worst29.08066233.787190522.60221608.07663038.787228.7632

F6avg0.04760.881345.01630.00198.9790E051.5503
std0.03891.0279124.47590.00180.00030.4663
best0.00610.00482.51490.00022.2448E070.7925
worst0.17304.4407670.97170.00700.00182.7873

F7avg0.01310.02770.16410.26390.03300.0014
std0.00610.01060.08700.07070.01460.0006
best0.00470.01010.04410.14930.01350.0004
worst0.02640.06050.36090.47630.08190.0028