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An exact algorithm for the knapsack sharing problem with common items

机译:常见物品背包共享问题的精确算法

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摘要

We are concerned with a variation of the knapsack problem as well as of the knapsack sharing problem, where we are given a set of n items and a knapsack of a fixed capacity. As usual, each item is associated with its profit and weight, and the problem is to determine the subset of items to be packed into the knapsack. However, in the problem there are s players and the items are divided into s + 1 disjoint groups, Nk (k = 0, 1,..., s). The player k is concerned only with the items in No U Nk, where No is the set of 'common' items, while Nk represents the set of his own items. The problem is to maximize the minimum of the profits of all the players. An algorithm is developed to solve this problem to optimality, and through a series of computational experiments, we evaluate the performance of the developed algorithm. ((c)) 2004 Elsevier B.V. All rights reserved.
机译:我们关注背包问题和背包共享问题的变化,在这里我们得到了一组n个项目和一个固定容量的背包。像往常一样,每个项目都与其利润和重量相关联,而问题是要确定要打包到背包中的项目子集。但是,在这个问题中,存在s个玩家,并且将项目分为s + 1个不相交的组Nk(k = 0、1,...,s)。玩家k仅关注“否”中的项目,其中“否”是“常见”项目的集合,而“恩”表示他自己的项目的集合。问题是最大化所有参与者的利润的最小值。开发了一种算法来解决该问题的最优性,并通过一系列计算实验,我们评估了开发算法的性能。 ((c))2004 Elsevier B.V.保留所有权利。

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