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·455· 齐小刚，等：多中心维修任务分配研究现状1111 第3期 GUO Jinwei,PU Xuqiang,GAO Xiang,et al.Improved breakdowns and repairs[J].Operations research letters, method on weights determination of indexes in multi-ob- 2008,36(6):696-699 jective decision[J].Journal of Xidian University,2014, [27]LI Xiangyu,WANG Jinting,ZHANG Feng.New res- 41(6):118-125 ults on equilibrium balking strategies in the single-serv- [15]YEH H C,CHEN Y C,WEI C.A new approach to se- er queue with breakdowns and repairs[J].Applied math- lecting a regionalized design hyetograph by principal ematics and computation,2014,241:380-388. component analysis and analytic hierarchy process[J]. 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MA Zhanyou,WANG Wenbo,WANG Zhe,et al.The LIU Ruizhi.The queuing systems with repairabie deteri- discrete time working vacation queue with non-preempt- orate service station[D].Qinhuangdao:Yanshan Uni- ive priority and variable service rates[J].Journal of Hen- versity,2016. an Normal University (natural science edition),2018. [26]ECONOMOU A,KANTA S.Equilibrium balking 46(1):23-28 strategies in the observable single-server queue with [36]YANG WS,CHAE K C.A note on the GI/M/1 queueGUO Jinwei, PU Xuqiang, GAO Xiang, et al. Improved method on weights determination of indexes in multi-objective decision[J]. Journal of Xidian University, 2014, 41(6): 118–125. YEH H C, CHEN Y C, WEI C. A new approach to selecting a regionalized design hyetograph by principal component analysis and analytic hierarchy process[J]. Paddy and water environment, 2013, 11(1/2/3/4): 73–85. [15] SU Chong, LI Hongguang. 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Equilibrium customer strategies in Markovian queues with partial breakdowns[J]. Computers and industrial engineering, 2013, 66(4): 751–757. [28] YU Senlin, LIU Zaiming, WU Jinbiao. Strategic behavior in the partially observable Markovian queues with partial breakdowns[J]. Operations research letters, 2017, 45(5): 471–474. [29] XU Biao, XU Xiuli. Equilibrium strategic behavior of customers in the M/M/1 queue with partial failures and repairs[J]. Operational research, 2018, 18(2): 273–292. [30] YANG Tengteng, WANG Jinting, ZHANG Feng. Equilibrium balking strategies in the geo/geo/1 queues with server breakdowns and repairs[J]. Quality technology and quantitative management, 2014, 11(3): 231–243. [31] BOUDALI O, ECONOMOU A. Optimal and equilibrium balking strategies in the single server Markovian queue with catastrophes[J]. European journal of operational research, 2012, 218(3): 708–715. [32] BOUDALI O, ECONOMOU A. The effect of catastrophes on the strategic customer behavior in queueing systems[J]. Naval research logistics (NRL), 2013, 60(7): 571–587. [33] 马占友, 王文博, 郑晓铭. 带抢占优先权和同步多重工 作休假的 M/M/c 排队模型 [J]. 重庆师范大学学报(自 然科学版), 2018, 35(3): 96–100. MA Zhanyou, WANG Wenbo, ZHENG Xiaoming. The M/M/c queueing model with preemptive priority and multiple synchronous working vacation[J]. Journal of Chongqing Normal University (natural science edition), 2018, 35(3): 96–100. [34] 马占友, 王文博, 王哲, 等. 带非抢占优先权和可变服 务率的离散工作休假排队 [J]. 河南师范大学学报(自 然科学版), 2018, 46(1): 23–28. MA Zhanyou, WANG Wenbo, WANG Zhe, et al. The discrete time working vacation queue with non-preemptive priority and variable service rates[J]. Journal of Henan Normal University (natural science edition), 2018, 46(1): 23–28. [35] [36] YANG W S, CHAE K C. A note on the GI/M/1 queue ·455· 齐小刚，等：多中心维修任务分配研究现状 1111 第 3 期