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Demand point aggregation method for covering problems with gradual coverage

机译:逐步覆盖问题的需求点聚合方法

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Real world location problems often involve a large number of demand point (DP) data such that the location models become computationally intractable. DP aggregation is a viable means to address the problem by aggregating the original DPs to a smaller set of representative DPs. Most inevitably, though, DP aggregation accompanies a loss of information in the original data and results in errors in the location solution. As such, there is an inherent trade-off between the extent of aggregation and the amount of errors. For covering problems, Current and Schilling (1990) [3] developed an error-free aggregation method based on a key concept that we define in this paper as common reachability set (CRS). While their method provides error-free aggregation solutions to covering problems with binary coverage, it is not applicable to more general and practical cases where the coverage of facilities gradually decreases. We address this limitation by refining the CRS concept. Our method, which we call an approximate CRS (ACRS) method, can be viewed as a generalized version of the original method by Current and Schilling. Using randomly generated DPs data and data from a real world application, we demonstrate the effectiveness of the ACRS method. (C) 2015 Elsevier Ltd. All rights reserved.
机译:现实中的位置问题通常涉及大量的需求点(DP)数据,因此位置模型在计算上变得难以处理。 DP聚合是通过将原始DP聚合到较小的一组代表性DP来解决该问题的可行方法。但是,最不可避免的是,DP聚合会伴随原始数据中信息的丢失,并导致定位解决方案中的错误。因此,在聚合程度和错误量之间存在着固有的权衡。为了解决问题,Current and Schilling(1990)[3]根据我们在本文中定义为通用可达性集(CRS)的关键概念,开发了一种无错误的聚合方法。尽管他们的方法提供了无错误的聚合解决方案来覆盖二进制覆盖范围的问题,但不适用于设施覆盖范围逐渐减小的更一般和实际情况。我们通过完善CRS概念来解决此限制。我们的方法(我们称为近似CRS(ACRS)方法)可以被Current和Schilling视为原始方法的广义版本。使用随机生成的DP数据和来自实际应用程序的数据,我们演示了ACRS方法的有效性。 (C)2015 Elsevier Ltd.保留所有权利。

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