The location-inventory model with risk pooling and split demand
In the traditional location-inventory system, every demand depot could be served by only one distribution center (DC). This paper relaxes the assumption. The demand depot could be split and served by more than one DC. First, based on the capacitated location-inventory model, the location-inventory m...
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Taylor & Francis Group
2019
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oai:doaj.org-article:d274d56c1e6a43219b9af708c8cadb4f2021-12-02T16:42:11ZThe location-inventory model with risk pooling and split demand2331-197510.1080/23311975.2019.1691337https://doaj.org/article/d274d56c1e6a43219b9af708c8cadb4f2019-01-01T00:00:00Zhttp://dx.doi.org/10.1080/23311975.2019.1691337https://doaj.org/toc/2331-1975In the traditional location-inventory system, every demand depot could be served by only one distribution center (DC). This paper relaxes the assumption. The demand depot could be split and served by more than one DC. First, based on the capacitated location-inventory model, the location-inventory model with split demand is presented. Second, the advantage of permitting split and the properties of split are analyzed. Third, in order to solve this new model, a two-phase genetic heuristic algorithm with priority allocating method based on an approximate individual allocating cost are proposed. The results of numerical experiments are compared with non-split version and an important conclusion is illustrated: a small number of split points can make significant cost savings. The results of this study provide a useful reference for location-inventory decision.Hao XiongHuili YanTaylor & Francis Grouparticlelocation-inventorygenetic heuristic algorithmsplit demandsafety inventoryBusinessHF5001-6182Management. Industrial managementHD28-70ENCogent Business & Management, Vol 6, Iss 1 (2019) |
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location-inventory genetic heuristic algorithm split demand safety inventory Business HF5001-6182 Management. Industrial management HD28-70 |
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location-inventory genetic heuristic algorithm split demand safety inventory Business HF5001-6182 Management. Industrial management HD28-70 Hao Xiong Huili Yan The location-inventory model with risk pooling and split demand |
description |
In the traditional location-inventory system, every demand depot could be served by only one distribution center (DC). This paper relaxes the assumption. The demand depot could be split and served by more than one DC. First, based on the capacitated location-inventory model, the location-inventory model with split demand is presented. Second, the advantage of permitting split and the properties of split are analyzed. Third, in order to solve this new model, a two-phase genetic heuristic algorithm with priority allocating method based on an approximate individual allocating cost are proposed. The results of numerical experiments are compared with non-split version and an important conclusion is illustrated: a small number of split points can make significant cost savings. The results of this study provide a useful reference for location-inventory decision. |
format |
article |
author |
Hao Xiong Huili Yan |
author_facet |
Hao Xiong Huili Yan |
author_sort |
Hao Xiong |
title |
The location-inventory model with risk pooling and split demand |
title_short |
The location-inventory model with risk pooling and split demand |
title_full |
The location-inventory model with risk pooling and split demand |
title_fullStr |
The location-inventory model with risk pooling and split demand |
title_full_unstemmed |
The location-inventory model with risk pooling and split demand |
title_sort |
location-inventory model with risk pooling and split demand |
publisher |
Taylor & Francis Group |
publishDate |
2019 |
url |
https://doaj.org/article/d274d56c1e6a43219b9af708c8cadb4f |
work_keys_str_mv |
AT haoxiong thelocationinventorymodelwithriskpoolingandsplitdemand AT huiliyan thelocationinventorymodelwithriskpoolingandsplitdemand AT haoxiong locationinventorymodelwithriskpoolingandsplitdemand AT huiliyan locationinventorymodelwithriskpoolingandsplitdemand |
_version_ |
1718383541180432384 |