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ResearchFormerly WizWand

Global Optimization on Type U various geometries synthetic

0.14Time (s)Algorithm 1
-382.57442,200.74784,784.077,367.3922Jul 18, 2023
Updated 8mo ago

Evaluation results

MethodLinks
Algorithm 1n=10, lx, ly=2,2, Rel. error=10^-8, Strategy=Extreme point2023.070.14
(6) B&Bn=10, lx, ly=2,2, Rel. error=10^-82023.070.15
Algorithm 1n=100, lx, ly=2,2, Rel. error=10^-8, Strategy=Extreme point2023.070.48
Algorithm 1n=10, lx, ly=2,3, Rel. error=10^-8, Strategy=Extreme point2023.071.8
(6) B&Bn=10, lx, ly=2,3, Rel. error=10^-82023.072.4
Algorithm 1n=500, lx, ly=2,2, Rel. error=10^-8, Strategy=Extreme point2023.0711
Algorithm 1n=10, lx, ly=2,2, Rel. error=10^-8, Strategy=B&B2023.0721
(6) B&Bn=100, lx, ly=2,2, Rel. error=10^-82023.0725
MILP1n=10, lx, ly=2,2, Rel. error=10^-82023.0739
Algorithm 1n=1000, lx, ly=2,2, Rel. error=10^-8, Strategy=Extreme point2023.0769
Algorithm 1n=100, lx, ly=2,2, Rel. error=10^-8, Strategy=B&B2023.0786
MILP1n=10, lx, ly=2,3, Rel. error=10^-82023.07105
Algorithm 1n=10, lx, ly=2,3, Rel. error=10^-8, Strategy=B&B2023.07133
(6) B&Bn=100, lx, ly=2,3, Rel. error=10^-82023.07172
Algorithm 1n=100, lx, ly=2,3, Rel. error=10^-8, Strategy=Extreme point2023.07278
Algorithm 1n=500, lx, ly=2,2, Rel. error=10^-8, Strategy=B&B2023.07408
Algorithm 1n=2000, lx, ly=2,2, Rel. error=10^-8, Strategy=Extreme point2023.07460
Algorithm 1n=1000, lx, ly=2,2, Rel. error=10^-8, Strategy=B&B2023.07576
Algorithm 1n=500, lx, ly=2,3, Rel. error=10^-8, Strategy=Extreme point2023.079,568