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A decomposition approach to solve a bilevel capacitated facility location problem with equity constraints

机译:一种求解带有权益约束的双层带电容器设施选址问题的分解方法

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摘要

In this paper, we study a capacitated facility location problem with two decision makers. One (say, the leader) decides on which subset of facilities to open and the capacity to be installed in each facility with the goal of minimizing the overall costs; the second decision maker (say, the follower), once the facilities have been designed, aims at maximizing the profit deriving from satisfying the demands of a given set of clients beyond a certain threshold imposed by the leader. The leader can foresee but cannot control the follower's behavior. The resulting mathematical formulation is a discrete-continuous bilevel optimization problem. We propose a decomposition approach to cope with the bilevel structure of the problem and the integrality of a subset of variables under the control of the leader. Such a proposal has been tested on a set of benchmark instances available in the literature.
机译:在本文中,我们研究了由两名决策者决定的设施受限的选址问题。一个人(例如,负责人)决定打开哪些设施子集以及在每个设施中要安装的容量,以使总成本最小化;设计完设施后,第二个决策者(例如追随者)的目的是使满足一组给定客户的需求而超出领导者施加的特定阈值的收益最大化。领导者可以预见但不能控制跟随者的行为。所得的数学公式是离散连续双层优化问题。我们提出一种分解方法,以解决问题的双层结构以及在领导者控制下的变量子集的完整性。此类建议已在文献中提供的一组基准实例上进行了测试。

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