Research Article
Application and Development of Enhanced Chaotic Grasshopper Optimization Algorithms
Table 4
Results and comparison of ECGOAs with GOA (50-D) on unimodal functions.
| Algorithm | Statistical parameters | F1 | F2 | F3 | F4 | F5 |
| ECGOA1 | Max | 2.91E + 04 | 32.18483 | 111797.5 | 3033130912 | 3.24E + 04 | SD | 4580.993499 | 24.20682 | 20978.46 | 3033130912 | 4894.9252 | Mean | 2.03E + 04 | 6.261021 | 62956.04 | 3033130912 | 21270.264 | Min | 12525.67662 | −31.5255 | 30301.64 | −1.53368951 | 13898.103 |
| ECGOA2 | Max | 3.48E + 04 | 106.5421 | 103711.7 | 2154795033 | 29074.924 | SD | 5707.583776 | 45.64063 | 18934.69 | 486469119.6 | 5100.4422 | Mean | 2.26E + 04 | 14.83906 | 68327.38 | 138349178.8 | 19007.027 | Min | 15420.5153 | −50 | 38549.12 | −1.24711837 | 10868.143 |
| ECGOA3 | Max | 2.85E + 04 | 69.54283 | 113569.7 | 1206254731 | 31566.385 | SD | 4356.900319 | 31.4644 | 18027.51 | 393145232.4 | 5251.3516 | Mean | 2.00E + 04 | 14.19818 | 63156.77 | 189714077.2 | 23529.016 | Min | 14758.56528 | −32.9833 | 40865.46 | −4.86134464 | 15436.59 |
| ECGOA4 | Max | 3.22E + 04 | 90 | 104517.8 | 2346293923 | 35774.413 | SD | 4196.200051 | 33.22862 | 20597.45 | 669971386.6 | 5791.7485 | Mean | 2.10E + 04 | 7.25466 | 59656.25 | 261272209.6 | 22008.399 | Min | 15427.28384 | −50 | 24785.01 | −1.42685917 | 15822.568 |
| ECGOA5 | Max | 3.15E + 04 | 106.4788 | 109516.7 | 2513564142 | 36989.27 | SD | 5903.244549 | 32.80914 | 23233.04 | 857624011.7 | 6199.7488 | Mean | 2.13E + 04 | 8.691083 | 64561.99 | 558000246.9 | 23826.641 | Min | 14246.34036 | −50 | 30868.1 | −2.94514106 | 13771.658 |
| ECGOA6 | Max | 2.87E + 04 | 70 | 85934.37 | 2670344909 | 36744.052 | SD | 5121.771356 | 27.96234 | 15565.56 | 872997453.1 | 5968.3631 | Mean | 2.04E + 04 | 16.29936 | 57717.67 | 397263587.7 | 24972.077 | Min | 10043.07676 | −50 | 25295.89 | −1.43401992 | 16032.898 |
| ECGOA7 | Max | 3.47E + 04 | 48.67325 | 95502.4 | 2284274161 | 32038.771 | SD | 6057.849926 | 27.39903 | 17070.54 | 829809398.2 | 4873.0274 | Mean | 2.29E + 04 | 4.364473 | 60573.92 | 417129473.9 | 21394.938 | Min | 9880.378913 | −50 | 30157.06 | −2.83394271 | 11814.998 |
| ECGOA8 | Max | 3.15E + 04 | 47.85565 | 137403.3 | 2664314422 | 37842.546 | SD | 5462.667635 | 22.65879 | 26818.08 | 895484803.7 | 6337.3582 | Mean | 2.16E + 04 | 2.030997 | 67721.54 | 410479727.9 | 23106.754 | Min | 8900.984581 | −31.5151 | 32203.72 | −1.36190421 | 14299.857 |
| ECGOA9 | Max | 3.45E + 04 | 106.6678 | 102734.8 | 2841946390 | 30316.017 | SD | 5138.922636 | 38.41419 | 21197.83 | 765285734.9 | 4717.0682 | Mean | 21536.60375 | 7.865827 | 56321.14 | 356879478.5 | 23646.126 | Min | 11155.93754 | −50 | 26036.76 | −1.46623175 | 13613.975 |
| ECGOA10 | Max | 3.03E + 04 | 50 | 122011.5 | 2270930776 | 33079.78 | SD | 5296.153654 | 24.70026 | 18910.63 | 618827002.9 | 4896.2693 | Mean | 21341.72611 | 9.529229 | 69260.53 | 288246084.2 | 22333.503 | Min | 14745.05282 | −30 | 36566.91 | −1.44162177 | 13425.011 |
| GOA [16] | Max | 3.55E + 04 | 86.94913 | 84051.88 | 3011759319 | 29750.024 | SD | 5820.921429 | 37.35558 | 14837.63 | 925046677.7 | 4977.283 | Mean | 22165.10941 | 10.92968 | 56877.2 | 525116848.9 | 21473.229 | Min | 13433.88239 | −46.8306 | 37391.19 | −1.44722832 | 9884.174 |
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