Research Article
Application and Development of Enhanced Chaotic Grasshopper Optimization Algorithms
Table 3
Results and comparison of ECGOAs with GOA (30-D) on unimodal functions.
| Algorithm | Statistical parameters | F1 | F2 | F3 | F4 | F5 |
| ECGOA1 | Max | 4.72E + 03 | 7.441252 | 32384.27 | 5997.771 | 11547.22 | SD | 1189.661 | 20.48785 | 8687.739 | 1448.595 | 2648.273 | Mean | 9.54E + 02 | −34.0542 | 13561.55 | 519.9767 | 1515.979 | Min | −33.212 | −50 | 3212.748 | −23.8636 | −49.6495 |
| ECGOA2 | Max | 3.67E + 03 | 6.983289 | 27021.89 | 774.8997 | 7411.605 | SD | 1070.123 | 15.60652 | 7021.802 | 235.0562 | 2190.903 | Mean | 8.65E + 02 | −33.8791 | 14337.61 | 67.54067 | 1770.953 | Min | −49.6441 | −50 | 3949.875 | −22.9774 | −46.6215 |
| ECGOA3 | Max | 2.64E + 03 | −10 | 23806.04 | 359978.7 | 4481.247 | SD | 806.0854 | 14.47655 | 6705.574 | 80425.93 | 1249.42 | Mean | 5.10E + 02 | −32.2934 | 11977.49 | 18315.61 | 891.0015 | Min | −49.7058 | −50 | 1076.156 | −23.1032 | −45.3564 |
| ECGOA4 | Max | 1.70E + 03 | 7.013903 | 22406.58 | 5997.795 | 3592.651 | SD | 536.6934 | 15.66702 | 5003.504 | 2352.145 | 855.4461 | Mean | 5.19E + 02 | −30.1622 | 11631.74 | 1257.859 | 479.4171 | Min | −44.7163 | −50 | 4640.106 | −22.0574 | −44.2489 |
| ECGOA5 | Max | 5.67E + 03 | −10.9219 | 48674.12 | 359978.5 | 6140.426 | SD | 1268.831 | 14.3114 | 11345.15 | 80389.73 | 1753.316 | Mean | 8.38E + 02 | −38.4507 | 15310.28 | 18486.14 | 1587.872 | Min | −40.7524 | −50 | 4158.884 | −22.8343 | −49.772 |
| ECGOA6 | Max | 4.56E + 03 | 27.11865 | 34182.77 | 359978.7 | 9207.069 | SD | 1504.872 | 19.65367 | 7717.328 | 80359.56 | 2300.953 | Mean | 1.26E + 03 | −35.3059 | 14001.46 | 18656.76 | 1582.863 | Min | −49.5997 | −50 | 3692.072 | −22.1018 | −49.5038 |
| ECGOA7 | Max | 4.63E + 03 | −30 | 25403.45 | 774.9623 | 9922.265 | SD | 1378.628 | 8.3955 | 5469.37 | 333.3362 | 2460.44 | Mean | 1.21E + 03 | −44.166 | 13289.92 | 179.7019 | 1421.978 | Min | −45.0917 | −50 | 5563.239 | −22.918 | −49.0028 |
| ECGOA8 | Max | 1.68E + 03 | 5.974824 | 29394.74 | 359978.8 | 1992.826 | SD | 480.1784 | 16.12038 | 5952.928 | 80354.38 | 486.393 | Mean | 3.60E + 02 | −34.3295 | 12586.33 | 18679.3 | 411.1577 | Min | −49.5353 | −50 | 4302.044 | −23.1203 | −49.105 |
| ECGOA9 | Max | 6.40E + 03 | 27.15447 | 35257.01 | 263688.6 | 8310.101 | SD | 1522.377 | 20.47155 | 8866.673 | 58719 | 1997.682 | Mean | 956.9384 | −34.7665 | 15903.13 | 14423.59 | 1573.284 | Min | −29.154 | −50 | 2960.342 | −22.7203 | 7.090624 |
| ECGOA10 | Max | 7.43E + 03 | 6.999618 | 28524.88 | 3813.648 | 4410.677 | SD | 1720.647 | 15.64801 | 6605.129 | 1176.846 | 1183.068 | Mean | 1042.276 | −35.9717 | 10828.61 | 360.635 | 1071.854 | Min | −30.8355 | −50 | 1853.837 | −23.0794 | 41.99444 |
| GOA [16] | Max | 6.52E + 03 | −10 | 23228.38 | 5997.962 | 3775.516 | SD | 1578.947 | 11.67419 | 5972.024 | 1329.84 | 1181.988 | Mean | 1276.143 | −38.4728 | 12189.96 | 554.6474 | 898.7971 | Min | −43.7533 | −50 | 1178 | −22.9119 | −49.7339 |
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