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Research on the Location of Police Readiness Considering Reliability of Police Situation Disposal

YANG Jianhua, DING Zhaowei   

  1. School of Economics and Management, University of Science & Technology Beijing, Beijing 100083
  • Received:2021-09-28 Revised:2022-01-27 Online:2022-06-25 Published:2022-07-29

YANG Jianhua, DING Zhaowei. Research on the Location of Police Readiness Considering Reliability of Police Situation Disposal[J]. Journal of Systems Science and Mathematical Sciences, 2022, 42(6): 1519-1536.

In view of the delay of police response or the lack of police equipment in police situation disposal, the site selection of multi-point coordinated police response is studied. Firstly, the key elements of the reliability of police situation disposal are analyzed and the categories of police situation are reclassified according to the disposal requirements. Then, considering the difference of police combat effectiveness and mobility during police decision and deployment, reconstruct the corresponding relationship between police force attributes and police situation disposal. On this basis, the location decision model supporting multi-police cooperation is established. A site selection optimization algorithm based on random police incidents was proposed, which was statistically simulated by the real crime data of D police station in B city, and solved by multiple heuristic strategy. The results show that the model can effectively reduce the case delay rate and improve the reliability of police response. Through the verification of multi-season crime data, the optimized standby police force can better meet the needs of public security, and provide new ideas for crime prevention.

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[1] https://baijiahao.baidu.com/s?id=1688298238444597326&wfr=spider&for=pc.
[2] Fu L P, Wang X Q, Liu B S, et al.Investigation into the role of human and organizational factors in security work against terrorism at large-scale events.Safety Science, 2020, 128.
[3] 王天华,刘德海,王雷.不确定环境下国际反恐联盟随机演化博弈模型.系统工程理论与实践, 2019, 39(12):3139-3150.(Wang T H, Liu D H, Wang L.Stochastic evolutionary game model of international anti-terrorism alliance under uncertain environment.Systems Engineering-Theory&Practice, 2019, 39(12):3139-3150.)
[4] Zio E.Reliability engineering:Old problems and new challenges.Reliability Engineering&System Safety, 2009, 94(2):125-141.
[5] http://news.cpd.com.cn/n18151/202103/t20210325962509.html.
[6] Sher M, Adler N, Hakkert A S, et al.The police vehicle location-allocation problem.Operations Research, 2013, 11(3):331-343.
[7] Camacho-Collados M, Liberatore F, Angulo J M.A multi-criteria police districting problem for the efficient and effective design of patrol sector.European Journal of Operational Research, 2015, 246(2):674-684.
[8] Dunnett S, Leigh J, Jackson L.Optimising police dispatch for incident response in real time, Journal of the Operational Research Society, 2018, 1-11.
[9] 孙立,王中辉,孙立坚,等.城市派出所空间位置优化及警力分配.地球信息科学学报, 2019, 21(3):346-358.(Sun L, Wang Z H, Sun L J, et al.Spatial location optimization of urban police stations and police allocation:A case study in central Lanzhou.Journal of Geo-in-formation Science, 2019, 21(3):346-358.)
[10] 李珍萍,张煜炜,田歆,等.应急医疗物资储备与分配问题研究.系统科学与数学,2021, 42(12):3422-3445.(Li Z P, Zhang Y W, Tian X, et al.Research on reserve and distribution problem of emergency medical supplies.Journal of Systems Science and Mathematical Sciences, 2021, 42(12):3422-3445.)
[11] 赵扬,王雷,赵秋红.考虑时间延误的高速公路应急救援模型研究.系统科学与数学, 2020, 40(5):844-856.(Zhao Y, Wang L, Zhao Q H.Study on emergency rescue model of expressway with time delay.Journal of Systems Science and Mathematical Sciences, 2020, 40(5):844-856.)
[12] Liu Q.A social force approach for the defensive strategy of security guards in a terrorist attack.International Journal of Disaster Risk Reduction, 2020, 46:101605.
[13] Snyder L V, Daskin M S.Reliability models for facility location:The expected failure cost case.Transportation Science, 2005, 39(3):400-416.
[14] 周浩,周建勤.考虑设施可靠性的线状需求物流节点选址研究.工业工程, 2021, 24(2):148-154.(Zhou H, Zhou J Q.Logistics node location problem with curved demands considering facility reliability.Industrial Engineering Journal, 2021, 24(2):148-154.)
[15] Rayat F, Musavi M M, Bozorgiamiri A, et al.Bi-objective reliable location-inventory-routing problem with partial back ordering under disruption risks:A modified AMOSA approach.Applied Soft Computing, 2017, 59(6):622-643.
[16] 范厚明,李彩云,蒋晓丹,等.不确定需求下考虑路径可靠性的内陆港选址问题.管理学报, 2018, 15(8):1256-1264.(Fan H M, Li C Y, Jiang X D, et al.Inland port location problem considering path reliability and demand uncertainty.Chinese Journal of Management, 2018, 15(8):1256-1264.)
[17] Xie W, Ouyang Y, Wong S C, et al.Reliable location-routing design under probabilistic facility disruptions, Transportation Science, 2016, 50(3):1128-1138.
[18] 于冬梅,高雷阜,赵世杰.中断情境下可靠性应急设施选址-分配多目标优化模型.控制与决策, 2020, 35(6):1415-1420.(Yu D M, Gao L F, Zhao S J.A multi-objective optimization model for reliable emergency facility location-allocation under disruptions.Control and Decision, 2020, 35(6):1415-1420.)
[19] 计明军,宋婷婷,宋佳.线状需求下的长江航道危险品应急中心选址优化.运筹与管理, 2016, 25(5):68-74.(Ji M J, Song T T, Song J.Location optimization on emergency centers of dangerous-goods in waterway of the Yangtze river based on route-like demand.Operations Research and Management Science, 2016, 25(5):68-74.)
[20] 周愉峰,马祖军,王恪铭.应急物资储备库的可靠性P-中位选址模型.管理评论, 2015, 27(5):198-208.(Zhou Y F, Ma Z J, Wang K M.A reliability P-median location model for relief supplies reserve bases.Business Review, 2015, 27(5):198-208.)
[21] 王雷,王欣,赵秋红,等.多地点协同恐怖袭击下的多目标警务应急物流调度.系统工程理论与实践, 2017, 37(10):2680-2689.(Wang L, Wang X, Zhao Q H, et al.Multi-objective policing emergency logistics scheduling on multi-location coordinated terrorist attacks.Systems Engineering-Theory&Practice, 2017, 37(10):2680-2689.)
[22] 丁肇炜,杨建华,王艾,等.面向突发事件的安保巡逻选址-路径优化研究.运筹与管理, 2021, 30(8):1-6.(Ding Z W, Yang J H, Wang A, et al.Study on site location-routing optimization of security patrol in emergencies.Operations Research and Management Science, 2021, 30(8):1-6.)
[23] 唐攀,祁超,王红卫.基于层次任务网络规划的应急行动方案制定方法.管理评论, 2016, 28(8):43-50.(Tang P, Qi C, Wang H W.Emergency response action plan development based on hierarchical task network planning.Business Review, 2016, 28(8):43-50.)
[24] Curtin K M, Hayslett-Mccall K, Qiu F.Determining optimal police patrol areas with maximal covering and backup covering location models.Networks&Spatial Economics, 2010, 10(1):125-145.
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