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For case 3, the complexity is that of solving two concave problems: (16) (to check the constraint) and (18), and finding the optimal split γ (e.g. using a loop or a bisection method).
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To improve the performance and reduce the damage of a real existing racing boat, direct structural analyses; static and non-linear transient dynamic analyses, were carried out to check the constraints of minimum weight design.
The relaxation is shown by checking the constraints.
The conditions allow us to turn checking the constraints on the very large number of frequent itemsets into testing them on representative closed itemsets of equivalence classes with quite small amount.
Note that, with this partition, instead of checking the constraints on the so large number of frequent itemsets, we just need to do that on the quite small amount of closed frequent itemsets belonging to ({mathcal L}{mathcal C}{mathcal G}).
To check the voltage constraint, it usually needs solving nonlinear power flow equations to obtain voltage magnitudes.
With the table 'mypath', we can check the inheritance constraint easily to ensure the integrity of the class label.
Here, we do not have to check the power constraints at the end nodes since the closed form solution (14) always guarantees that they are satisfied.
Since P (H) keeps only the start positions, we need to compute the corresponding end positions for those occurrences of H, to check the gap constraints.
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Step 8: Check the completion time constraint.
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