Table 36 Three-bar truss design problem comparison results.
From: Learning cooking algorithm for solving global optimization problems
Algorithms | Optimal values for variables | Optimum weight | |
|---|---|---|---|
\(A_{1}\) | \(A_{2}\) | ||
LCA | 0.792680179 | 0.397975679 | 263.86 |
TSA | 0.789039937 | 0.40727114 | 263.90131 |
SSA | 0.749512637 | 0.612228097 | 273.216997 |
MVO | 0.78779013 | 0.410765112 | 263.8972085 |
SCA | 0.783705109 | 0.423643793 | 264.0296582 |
GWO | 0.787712318 | 0.410980116 | 263.8967004 |
WOA | 0.86287696 | 0.230560507 | 267.1145106 |
GJO | 0.78727585 | 0.412232522 | 263.8984891 |
IGWO | 0.788943126 | 0.407497555 | 263.8965692 |
MWOA | 0.820466033 | 0.32502011 | 264.5648493 |
MTBO | 0.788707389 | 0.408157403 | 263.8958776 |
BWO | 0.791251712 | 0.401863693 | 263.9861498 |
HHO | 0.807337613 | 0.3578668 | 264.1362405 |
MGO | 0.784793549 | 0.419339298 | 263.907066 |
SCSO | 0.786133928 | 0.415485186 | 263.9007712 |
