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Mathematical Formulations for the Quadratic Assignment Problem with Rectilinear Distances

机译:直线距离二次分配问题的数学制剂

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This study compares four mathematical formulations for the Rectilinear-Quadratic Assignment Problem (R-QAP), including the two existing R-QAP formulations, one new R-QAP formulations, and one of the best performing general QAP formulations. Although the R-QAP is a well-known NP-Complete problem, new insights for solving the problem might result from studying the mathematical formulations. The four formulations are compared with respect to their runtimes using AIMMS 3.12, which uses CPLEX 12.4 as a solver. The data used in the experiments includes some rectilinear instances from the QAPLIB, as well as several internally generated instances. It is concluded that the proposed formulation is a good compromise if only one model is to be selected.
机译:该研究比较了直线 - 二次分配问题(R-QAP)的四种数学制剂,包括两个现有的R-QAP制剂,一种新的R-QAP制剂,以及最好的综合QAP配方之一。虽然R-QAP是一个众所周知的NP完整问题,但解决问题的新见解可能导致研究数学制片。使用AIMMS 3.12的AIMMS 3.12将四种制剂与其使用CPLEX 12.4作为求解器进行比较。实验中使用的数据包括来自QAPLIB的一些直线例,以及几个内部生成的实例。结论是,如果要选择一种型号,所提出的配方是一种良好的妥协。

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