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针对存在传染效应突发事件的资源布局问题研究 被引量:5

Study on Resource Location/Allocation Problem of Emergencies with Infection
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摘要 本文针对一类具有传染效应的突发事件建立资源布局模型。具有传染效应的突发事件是指在某地区发生事件,在其周围一定距离内的其他地区也会发生同类事件。对初始发生事件供应不同的资源将影响到其他地区的资源需求,因此整个地区的资源需求表现为多个需求组合。本文建立的模型考虑到某个地点发生事件带来的多种资源需求组合,将问题分为两个阶段进行分析,并同时考虑选址和资源配置来满足该地区发生事件需求以及引发的其他地区的资源需求。针对此模型,构造两层的禁忌搜索算法,并在最后给出算例。 This paper develops a model of location and allocation in view of emergency with infection. Infection means when an emergency occurs in one place, the same emergency may occur in the places near it. The resource supply for the place where the emergency happens will influence the resource demand of the emergency elicited. So the demand of the whole place is combinations of demand. The model in this paper considers demand combinations and analyzes the problem in two stages and combines location and allocation in one model. Finally, this paper designs a two--layer tabu search algorithm and gives a numerical example.
出处 《中国管理科学》 CSSCI 2008年第5期77-83,共7页 Chinese Journal of Management Science
基金 国家自然科学基金资助项目(70671098)
关键词 传染效应 突发事件 资源布局 禁忌搜索 infection effect emergency resource location and allocation tabu search
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  • 1Shams--ur Rahman, David K. Smith. Use of Location --allocation Models in Health Service Development Planning in Developing Nations[J]. European Journal of Operational Research, 2000,123(3) :437--452.
  • 2Kostas G, Zografos. Analytical Framework for Minimizing Freeway--Incident Response Time[J]. Journal of Transportation Engineering. 1993, 119 (4) : 535-- 549.
  • 3Geoffrey N. Berlin, Jon C. Liebman. Mathematical Analysis of Emergency Ambulance Location[J]. Socio- Economic Planning Sciences, 1974,8(6) : 323-- 328.
  • 4C. S. ReVelle, H. A. Eiselt. Location Analysis: A Synthesis and Survey[J]. European Journal of Operational Research. 2005,165(1) : 1-- 19.
  • 5Daskin MS. A maximal expected set covering location model: formulation, properties, and heuristic solution [J]. Transportation Science, 1983,17 : 48-- 69.
  • 6方磊,何建敏.应急系统优化选址的模型及其算法[J].系统工程学报,2003,18(1):49-54. 被引量:76
  • 7Mamnoon Jamil, Alok Baveja, Rajah Batta. The Stochastic Queue Center Problem[J]. Computers & Operations Research, 1999,26(14) : 1423-- 1436.
  • 8Regina Benveniste. Solving the Combined Zoning and Location Problem for Several Emergency Units [J]. Journal of Operational Re.search Society, 1985,36 ( 5 ) : 433--450.
  • 9Sherali, H. D. , Subramanian, S. Opportunity Cost-- based Models for Traffic Incident Response Problem [J]. Journal of Transportation Engineering, 1999, 125 (3) :176--185.
  • 10孙颖,池宏,贾传亮.路政应急管理中资源布局的混合整数规划模型[J].运筹与管理,2006,15(5):108-111. 被引量:9

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