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. 2023 Aug 22;9:e1526. doi: 10.7717/peerj-cs.1526

Table 7. Comparison of the best optimum solution for the speed reducer problem.

Algorithm Parameters values f min
x 1 x 2 x 3 x 4 x 5 x 6 x 7
TSO 3.501019 0.7 17 7.3 7.917685 3.367619 5.349237 3,043.966
CTSO1 3.499917 0.7 17 7.994088 7.911673 3.787018 5.28737 3,133.385
CTSO2 3.504471 0.7 17 7.99709 7.857388 3.35903 5.287425 3,008.135
CTSO3 3.49999 0.7 17 7.3 7.715319 3.350541 5.286655 2,994.423
CTSO4 3.499871 0.7 17 8.067661 8.067661 3.361258 5.345938 3,050.252
CTSO5 3.499944 0.7 17 8.006041 7.768105 3.353007 5.288778 3,003.839
CTSO6 3.500284 0.7 17 8.048994 8.074678 3.35588 5.29533 3,015.958
CTSO7 3.509419 0.7 17 7.630128 8.036515 3.373788 5.28744 3,014.590
CTSO8 3.499876 0.7 17 8.014485 7.877796 3.352811 5.356255 3,050.025
CTSO9 3.49999 0.7 17 7.3 7.715319 3.350541 5.286654 2,994.423
CTSO10 3.500698 0.7 17 7.3 8.072679 3.361987 5.335593 3,036.987