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General forms of the quadratic assignment problem

机译:二次赋值问题的一般形式

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In this paper, a general model has been formulated for facility location. The proposed model allows for locating several facilities in a single location, and as such, it is therefore a generalisation of the well-known quadratic assignment problem (QAP) and other variants. The general model has a wide range of applications in facility location, operations research and business. A branch-and-bound algorithm is developed for the generalised quadratic semi-assignment problem (GQSAP), which is a special form of the general model. The branch-and-bound algorithm is based on a modified version of the well-known Gilmore bound. Computational results are presented to corroborate the theoretical model developed here.
机译:在本文中,已经为设施选址制定了通用模型。提出的模型允许在单个位置定位多个设施,因此,它是众所周知的二次分配问题(QAP)和其他变体的概括。通用模型在设施选址,运营研究和业务中具有广泛的应用。针对广义二次半赋值问题(GQSAP),开发了一种分支定界算法,这是通用模型的一种特殊形式。分支定界算法基于著名的Gilmore界的修改版本。给出计算结果以证实此处开发的理论模型。

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