護士排班問題——管理系統建模與優化作業-資料下載頁

　　

【正文】 度得到了有效的改善。其中增加的“APN排班”機制能有效的應付高峰時段護理壓力和錯開上下班的交通高峰期。更多的護士在周末可以休息將有效改善護士的家庭關系，而排班的公平性護士，提高護士的身心健康，使得整個醫院的護理工作更加高效的開展和管理。參考文獻參考文獻[1] 劉玉寬，張莉，[fJ].中國衛生經濟，1999,18(6):15一16[2] 豐雪榮，[[J].中國醫藥指南，2011,9(33):153154[3] [[J].護士管理雜志，2008,8(12):2729[4] [M].上海:上海科學技術出版社，2001:139143[5] Belien J, Demeulem eester E. A Branch and Price Approach for Integrating Nurse andSurgery Scheduling [J]. European Journal of Operational Research, 2008, 189(3): 652668[6] Aick elfin U, Li J. An Estimation of Distribution Algorithm for Nurse Scheduling [J].Annals of Operations Research, 2007, 155(1): 289 309[7] Bard J E Pu rnomo H W Cyclic Preference Scheduling of Nurses Using a Lag rangianBased Heuristic [J]. Journal of Scheduling, 2007, 10(1): 523[8] Holmes , William P. Pierskalla, et al. Nurse Scheduling Using MathematicalProgramming [J]. Operations Research, 1976, 24(5):857一870[9] . Scheduling nursing personnel according to nursing preference: Amathematical programming approach [J]. Operations Research, 1976, 24(5):842856[10] , F. Semet, and .A generalized linear programming model for nursescheduling [J].European Journal of Operational Research, 1998, 107(1):1一18[11] Ozkarahan, J. E. Bailey. Goal programming model subsystem of a flexible nursescheduling support system [J].IIE Transactions on Industrial Electronics, 2003, 50(3):833一838[12] M aenhout B, Uanh oucke M. Comparison and Hybridization of Crossover Operators forthe Nurse Scheduling Problem [J]. Annals of Operations Research, 2008, 159(1): 333一353[13] Burk EK, Curtois T, Post q et al. A Hybrid Heuristic Ordering and VariableNeighborhood Search f or the Nurse Rostering Problem [J]. European Journal of Operat Tonal Research, 2008, 188(2): 330341[14] Tsai C C, LiSHA. A Two Stage Modeling with Genetic Algorithms for the NurseScheduling Problem [J]. Expert Systems with Applications, 2009, 36(5): 9506 9512[15] Aickelin U, Burk e E K, Li J. An Estimation of Distribution Algorithm with IntelligentLocal Search for Rule Based Nurse Rostering [J]. Journal of the Operational Research Society, 2007, 58(12): 1574一1585[16] 劉梅，廖少玲，[[J].廣東醫學院學報，2011,29(2):210212[17] Hanif D. Sherali, Patrick . Evolution and stateoftheart in integer programming[J]. Journal of Computational and Applied Mathematics，2000,124(12):319340[18] ELLIS L. JOHNSON, GEORGE L. NEMHAUSER, MARTIN . Progress in LinearProgrammingBased Algorithms for Integer Programming: An Exposition [J]. Journal onComputing, 2000, 12(1):223[19] Tobias Achterberga, Thorsten Kocha. Alexander Martinb. Branching rules revisited [J].Operations Research Letters, 2006, 33(1):42一54[20] 康立山，謝云，(第一冊升模擬退火算法[M].北京:科學出版社，1994, 22125[21] [M].北京:清華大學出版社/施普林格出版，2001,130141