An Efficient Algorithm for Unconstrained Optimization

Figure 3

Wilcoxon sum rank test, where ELIPSO is represented by 1 [19], LDWIPSO is represented by 2 [19], FIWPSO is represented by 3 [19], CIWPSO is represented by 4 [19], RIWPSO is represented by 5 [19], TVACPSO is represented by 6 [19], COPSO is represented by 7 [19], IRPEO is represented by 8 [13], pPSA is represented by 9 [20], PSO is represented by 10 [21], SFLA is represented by 11 [21], MSFLA is represented by 12 [21], MSFLA-EO is represented by 13 [21], PSO-EO is represented by 14 [22], LX-PM is represented by 15 [23], LX-MPTM is represented by 16 [23], LX-NUM is represented by 17 [23], HX-PM is represented by 18 [23], HX-MPTM is represented by 19 [23], HX-NUM is represented by 20 [23], ADM is represented by 21 [24], RM is represented by 22 [24], PLM is represented by 23 [24], NUM is represented by 24 [24], MNUM is represented by 25 [24], PM is represented by 26 [24], CSA is represented by 27 [25], ACSA is represented by 28 [25], ELPSO is represented by 29 [19], CPSO is represented by 30 [19], HS is represented by 31 [19], GA is represented by 32 [19], FSO is represented by 33 [19], GSA is represented by 34 [19], BSOA is represented by 35 [19], and ABC is represented by 36 [19].