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ResearchFormerly WizWand

Global Optimization on Type N3 synthetic various geometries

0.2Computational Time (s)(6) B&B
-22.912133.094289.1445.106Jul 18, 2023
Updated 8mo ago

Evaluation results

MethodLinks
(6) B&Bn=10, lx, ly=3,3, Rel. error=10^-22023.070.2
Algorithm 1n=10, lx, ly=3,3, Rel. error=10^-2, Strategy=Extreme point2023.071.2
Algorithm 1n=100, lx, ly=3,3, Rel. error=10^-2, Strategy=Extreme point2023.077
(6) B&Bn=100, lx, ly=3,3, Rel. error=10^-22023.0710
Algorithm 1n=500, lx, ly=3,3, Rel. error=10^-2, Strategy=Extreme point2023.0711
Algorithm 1n=10, lx, ly=3,3, Rel. error=10^-2, Strategy=B&B2023.0722
Algorithm 1n=1000, lx, ly=3,3, Rel. error=10^-2, Strategy=Extreme point2023.0725
MILP1n=10, lx, ly=3,3, Rel. error=10^-22023.0772
Algorithm 1n=100, lx, ly=3,3, Rel. error=10^-2, Strategy=B&B2023.0791
Algorithm 1n=2000, lx, ly=3,3, Rel. error=10^-2, Strategy=Extreme point2023.0793
Algorithm 1n=500, lx, ly=3,3, Rel. error=10^-2, Strategy=B&B2023.07161
Algorithm 1n=1000, lx, ly=3,3, Rel. error=10^-2, Strategy=B&B2023.07176
Algorithm 1n=2000, lx, ly=3,3, Rel. error=10^-2, Strategy=B&B2023.07578