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But on routes to South Africa, Australia, Asia and Dubai, there is a maximum total weight of 30 kilograms (66 pounds) for business-class passengers, and 23 kilograms for premium economy and economy passengers.
The maximum total weight of the system is 4500.
The goal is to find the matching (i.e., pairing) with the maximum total weight.
Given an undirected graph with positive weights on the vertices, the Maximum Weight Clique Problem (MWCP) consists in finding a clique with maximum total weight.
The minimum and the maximum total weight loss were observed during PF-IR (6.95 kW/min3 min) and IR-PF (10.25 kW/m2 7 min).
When the number of users to be paired is large, the problem of finding the optimal pairing (i.e., the matching with the maximum total weight) is clearly far from trivial, whereas an exhaustive search is prohibitively expensive.
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The essence of the problem is to find the nodes with the maximum total of weights in a graph where an edge connects every pair of nodes, meaning every node connects to every other node.
Our protocol for creating a k-clique matching overlay is inspired by the self-stabilizing algorithm by Manne and Mjelde [19], which finds a matching which is a 1/2-approximation of the optimal solution for the maximum weighted matching problem — the total weight of the matching found by this algorithm is at least 1/2 of the optimal matching weight.
We compute the upper bound UB q, d) as the total weight of the maximum weighted bipartite matching between q and d.
The maximum matching ratio sidesteps this problem by dividing the total weight of the maximum matching with the number of reference complexes.
The maximum heave response and the total weight of the hull and tendons are formulated as objective functions.
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