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电子商务下物流配送系统优化模型和算法研究
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摘要
随着国际互联网的发展和信息技术的日新月异,电子商务正越来越深入影响着当今经济生活。如何合理地对设施选址、需求分派、运送方式和路线选择等进行决策,建立一套高效率的配送系统,从而降低配送成本,提高服务质量,成为电子商务物流业发展面临的重要问题。因此,具有较高的研究价值和实用价值。
     首先,本文研究电子商务配送中心选址模型与评价方法。依据电子商务下配送网络的不同和配送战略的侧重点不同,构建了基于时间-成本的分散型配送中心选址模型和基于服务-成本的混合型配送中心选址模型。针对分散型选址模型的约束条件和0-1变量多的特点,采用基于分解-过滤的启发式算法求解。针对混合型选址模型节点多和备选地址不确定的特点,用基于模糊c均值聚类法和扫描法的三阶段启发式算法进行求解。由于配送中心选址是一项复杂的系统工程,还需进行定性的选择。为此,建立多准则多层次模糊评价模型,模型中准则层权重是运用基于按比例分配的模糊层次分析法获得,子指标的权重通过计算模糊评价值的期望值法获得,选址方案评价指标权重是准则层权重和对应准则下子指标权重的组合。方案确定是为了决策,依据定量计算和定性分析的结果,采用协调分析法确定最优选址方案。
     其次,研究了电子商务下车辆调度优化问题。为满足电子商务客户多样化和个性化的需求,分别建立多约束条件的车辆调度模型、一体化配送与集货车辆调度模型以及有时间窗的车辆调度模型。针对多约束条件模型的特点,设计基于改进的顺序交叉算子和引入爬山算法的混合遗传算法,通过对仿真实例的计算,无论在寻优结果,还是在算法的稳定性上均好于标准遗传算法和改进遗传算法。对于多个配送中心的一体化配送与集货模型,采用对混合遗传算法求得的精英种群进行禁忌搜索的混合遗传启发式算法。仿真实例计算表明该算法好于单独使用遗传算法或是禁忌搜索算法。由于,有时间窗的车辆调度问题中产生的等待费用和延迟费用影响配送成本,为此,在考虑配送线路前提下;将最小费用作为优化目标,并设计了改进两阶段算法对该问题求解。通过对仿真实例的计算,表明该算法具有简单、清晰、灵活的特点,并为大规模解决实际问题提供思路。
     最后,研究了电子商务下一体化配送与集货以及有时间窗的定位-运输路线安排问题。由于传统的多级分解算法易陷入局部最优解,而不是全局最优。因此,本文从整体上设计混合启发式算法求解一体化配送与集货的定位-运输路线安排问题。首先,采用基于分层聚类算法和改进重心法构造弱初始可行解;其次,使用改进插入法生成强初始可行解;最后,设计了基于4种邻域操作、利用能力约束条件控制配送中心的启用与客户点的插入的禁忌搜索算法进行优化求解。仿真实例计算显示本算法的良好寻优性能,具有很高的收敛速度。对于有时间窗的定位-运输路线安排问题,设计了混合遗传模拟退火算法求解。采用基于向量的混合编码,引入个体数量控制选择策略;对线路子串用改进的最大保留交叉操作,对中心选址定位子串用单点交叉操作;采用全局最优基因保护策略,使用自适应变异算子;利用模拟退火算法的Boltzmann机制,控制交叉、变异操作。仿真实例计算证明本算法,无论在寻优结果,求解质量上、计算效率上,以及算法稳定性上均好于单独应用遗传算法或是模拟退火算法。
     通过对文中所给出的模型和算法的实例分析,证明了这些模型和算法的有效性和实用性。
With the development of internet and information technique, e-business affects economic life more and more. It becomes the important problem facing with e-business logistics industry that how to make decisions on logical facility location, demand assignment, transportation mode and routing selection, establish high efficient distribution system so as to reduce the distribution cost and improve service quality.
     First of all, the study research on location model and appraisal method of the logistics distribution center under e-business. According to the different distribution network and strategy, establish the scattered distribution center location model based on time-cost and hybrid distribution center location model based on service-cost. For the restrain condition of scattered distribution center and the characteristics of multi-variable with 0-1, solve the problem adopting the heuristic algorithm based on decomposition-filtration. Considering the characteristics of more node of hybrid location model and uncertainty of standby location center, solve the problem adopting three-stage heuristic algorithm based on fuzzy C-means clustering algorithm and scanning method. Because distribution center location is complex system engineering, it needs to make decisions with qualitative method. Therefore, establish fuzzy appraisal model with multi-criterion and multi-hierarchy. The weight of criterion in model can be gotten based on fuzzy AHP of distribution with proportion. The weight of sub-index can be gotten through calculating fuzzy appraisal value and expected value. The weight of appraisal index of location scheme is the combination of the weight of criterion and the weight of sub-index under the corresponding criterion. The aims of confirming scheme is to make decisions. According to the result of quantitative calculation and qualitative analysis, confirm the optimal scheme using coordinated analysis.
     Secondly, research on the optimization problem of vehicle scheduling problem under e-business. In order to satisfy with the individual and various demand of customer under e-business, respectively establish vehicle scheduling problem model with multi-restrain condition, vehicle scheduling with picking- delivery model and vehicle scheduling model with time-windows. According to multi-restraint condition and the characteristics of model, design hybrid genetic algorithm based on improved ordered crossover operator and introduced climbing algorithm. Emulation and calculation prove that it is better than improved genetic algorithm and standard genetic algorithm from the side of not only the stability of algorithm but also optimization result through. To picking-delivery model with multi-distribution center, stock elite adopting genetic algorithm take the hybrid genetic algorithm with taboo searching algorithm. The emulation and calculation proves that it is better than only using genetic algorithm and taboo searching algorithm. For waiting expense and delaying expense affecting distribution cost in vehicle scheduling problem with time windows, the minimum expense is the optimal aim considering distribution route. And design improved two-stage algorithm to solve the problem. The emulation and calculation prove that this algorithm has the characteristics of simple, clear and flexible and it can offer the thought to settle the practical problem in scale.
     Finally, the study proposes the location routing problem model with time windows of picking-delivery under e-business. Considering that the traditional multi decomposition algorithm is easy to get into partial optimization solution, and not overall optimization solution, the study deign hybrid heuristic algorithm to solve the location routing problem model of picking-delivery as a whole. Firstly, establish weak initial feasible solution based on hybrid clustering algorithm and improved center method. Secondly, create strong initial feasible solution based on improved insertion method. Lastly, optimize the solution with taboo searching algorithm. The emulation and calculation proves that this algorithm has good searching performance and high constringency speed. For location routing problem with time windows, solve the problem using hybrid genetic simulating annealing algorithm as a whole. Adopt the hybrid code based on vector. Introduce the individual amount control selection strategy. To route and location sub-branch, execute the operation of keeping the operation maximum reservation crossover point and single crossover point. Adopt the optimization gene protection strategy as a whole. And control crossover and variation operation using the Boltzmann mechanism of adaptive mutation operator and simulated annealing algorithm. The emulation and calculation prove that this algorithm is better than only using genetic algorithm and simulated annealing algorithm from the side of searching result, solving quality, calculation efficiency and algorithm stability.
     According to model and algorithm, the study offers the case analysis. The emulation and calculation prove that the model and algorithms is effective.
引文
1耿伟.电子商务环境下的我国物流配送研究.中国市场,2008,(1):114-115
    2蒋家添.我国电子商务中物流配送的发展现状、问题与对策研究.商场现代化,2007,(22):126-127
    3 Francis R L and White J A. Facility layout and location: an analytical approach. Prentice Hall, Englewood Cliff, NJ, 1974.
    4鲁晓春,詹荷生.关于配送中心重心法选址的研究.北方交通大学学报,2000, (6):108-110
    5 Hansen, P., Perreur, J. &Thisse, J.F. Location theory, dominance and convexity: Some further results. Operations Research, 1980,(28): 1241-1250
    6 Pelegrin, B., Fernandez, F.R. Determination of efficient points in multiple objective location problems. Naval Research Logistics Quarterly, 1988, (35): 697-905
    7 Carrizosa, E., Conde, E., Fernandez, F.R. &Puerto, J. Efficiency in Euclidean constrained location problems. Operations Research Leters,1993,(14): 291-295
    8 Puerto, J. &Fernandez, ER. Multicriteria mini-sum facility location problems. Journal of the Multicriteria Decision Analysis,1999,(8): 268-28
    9 Fernandez E, Puerto J.Multiobjective solution of the uncapacitated plant location problem. European Journal of Operational Research,2003(145): 509-529
    10 Wesolowsky G O. The Weber problem: history and perspectives. Location Science, 1993, 1(1):5-23
    11 Rosing K E. an optimal method for solving the generalized multi-Weber problem. European Journal of Operational Research, 1992, 58(3):414-426
    12 Goldengorin B, Ghosh D, Sierksma G. Branch and peg algorithms for the simple plant location problem. Computers & Operations Research, 2003, 30(7):967-981
    13 Brimberg J, Mehrez A. Multi-facility location using a maximin criterion and rectangular distances. Location Science, 1994, 2(1):11-19
    14 Chen P C, Hansen P, Jaumard B. Solution of the multisource Weber andconditional Weber problems by d.-c.programming.Operation Research, 1998, 46(4):548-562
    15 Kuehn A, Hamburger M. A Heuristic Program for Location Warehouses. Management Science, 1963, (6):643-666
    16蔡希贤,夏士智.物流合理化的数量方法.华中理工学院出版社,1985,180-185
    17 Vaidyanathan Jayaraman. A multi-objective logistics model for a capacitated service facility problem. International Journal of Physical Distribution & Logistics Management, 1999, 29(1):65-81
    18 Barcelo J, Casanovas J. A Heuristic Lagrangian Algorithm for the Capacitated Plant Location Problem. European Journal of Operational Research,1996,15(2):212-226
    19 Hansen P, Mladenovic N. Variable neighborhood search for the p-median. Location Science, 1997, (5): 207-226
    20姜大元.基于多节点的物流选址规划研究.铁道运输经济,2005,27(8):24-26
    21 Masood A.B. Combining the analytic hierarchy process and goal programming for global facility location-allocation problem. International Journal of Production Economics, 1999, 62(2):237-248
    22 Gong D J, Gen M S, Yamazaki G J.Hybrid evolutionary method for capacitated location-allocation problem. Computers Industrial Engineering, 1997, 33 (3):577-580
    23 Aikens C H. Facility Location Models for Distribution Planning. European Journal of Operational Research,1985, 22(2):263-279
    24 Barahona F, Jensen D. Plant Location with Minimum Inventory. Mathematical Programming,1998, 83(1):101-111
    25 Holmberg K. Exact Solution Methods for Uncapacitated Location Problem with Convex Transportation Costs. European Journal of Operational Research,1999,114(1):127-140
    26 Taniguchi E. Optimal size and location planning of public logistics terminals .Transportation Research, 1999, 35E:207-222
    27魏巧云.物流配送中心选址模型及其启发式算法.交通运输工程学报,2003, 3(2):65-68
    28卢安文,张斌,谢祥俊.紧急情况下的物流配送模型.西南石油学院学报,2003,25(1):80-83
    29刘海燕,李宗平,叶怀珍.物流配送中心选址模型.西南交通大学学报,2000, 35(3):311-314
    30 Sridharan, R. A Lagrangian heuristic for capacitated plant location problem with single source constraints. European Journal of Operational Research, 1993, (66):305-312.
    31 Sridharan, R. The capacitated plant location problem. European Journal of Operational Research, 1995, (87):203-213
    32 Pirkul H, Jayaraman V. A multi-commodity, multi-plant, capacitated facility locateon problem: formulation and efficient heuristic solution. Computers& Operations Research, 1998, (25):869-878
    33 Chen R, Handler G.Y.A Relaxation Method for the Solution of the Minimax Location-allocation Problem in Euclidean Space. Naval Research Logistics Quarterly,1987,(34):775-788
    34 Mladenovic N, Labbe M, Hansen P. Solving the p-center problem with tabu search and variable neighborhood search. Networks, 2003, 42(1):48-64
    35尹传忠,卜雷,程学庆,蒲云.铁路行包基地及配送点选址规划模型与算法.系统工程,2006,24(1):53-57
    36 Hassin R, Levin A, Morad D.Lexicographic Local Search and the p-Center Problem. European Journal of Operational Research, 2003,151(1):265-279
    37 Murray A T, Church R L. Applying simulated annealing to location-planning Models. Journal of Heuristics, 1996, (2): 31-53
    38 Osman A L P, Erkut E. An efficient genetic algorithm for the p-median Problem. Annals of Operations Research, 2003, (122): 21-42
    39 Lee, H. L., Billington, C. Managing Supply Chain Inventory: Pitfalls and Opportunities. Sloan Management Review, 1992, (33): 65-73
    40 ReVelle Laporte. The plant location problem: New models and research prospects. Operations Research, 1996, (44):864-874
    41 Ogryczak, W. On the distribution approach to location problems. Computers & Industrial Engineering, 1999, 37(3): 595-612
    42 Frantzeskakis.M, Waston-Gandy.C.D.T.The use of state space relaxation for the dynamic facility location problem. Annals of operations research, 1989, (18):189-212
    43 Shulman.A An algorithm for solving dynamic capacitated plant location problems with discrete expansion sizes. Operations research,1991, 39(3):423-436
    44 Tombak, M.M. Multinational Plant Location as a game of timing. European Journal of Operation Research, 1995, 86(3):434-451
    45 Canel C, Khumawala B.M and al. an algorithm for the capacitated, multi-commodity multi-period facility location problem. Computers and Operations Research, 2001, 28(5):411-427
    46孙会君,高自友.一类有竞争的物流配送中心选址模型.交通运输工程学报. 2002, 2(4):54-57
    47 Owensn, Daskin M S. Strategic Facility Location. European Journal of Operational Research. 1998, 111(3):423-447
    48 Peng-kuan Ho, Josef Perl. Warehouse Location under Service-sensitive Demand. Journal of Business Logistics, 1995, 16(1):133-162
    49 Van Roy T J and Erlenkotter D. A dual-based procedure for dynamic facility location. Management Science, 1982, 28 (10):1091-1105
    50 Berman O, Krass D.Facility Location with Stochastic Demand and Congestion. In Drezner Z, Hamacher H.W. (Eds), Facility Location: Applications and Theory, Berlin, Springer, 2001
    51 Mirchandani P B. Locational decisions on stochastic networks. Geographical Analysis, 1980,12(2): 172-183
    52袁庆达,杜文,黎青松.区域公共物流中心规模和选址问题.交通运输工程学报, 2001, 1(4): 97-100
    53 Berman.O, Odoni A.R. Locating mobile facilities on a network with markovian properties. Networks, 1982, (12):73-86
    54 Berman O, Wang J.and al.A Probability Minimax Location Problem on the Plane. Annals of Operations Research, 2003, (122):59-70
    55 D.Serra, S.Ratick, C.Revelle.The maximum capture problem with uncertainty. Environment and Planning, 1996, B(23):49-59
    56 D.Serra, V.Marianov.The p-median problem in a changing network: the case of Barcelona. Location Science, 1998, (6):383-394
    57杨波.物流配送中心选址的随机数学模型.中国管理科学,2002, 10(5):57-61
    58 J.A. Tompkins, J.A. White, Facilities Planning, Wiley, New York, 1984
    59 G.A. Spohrer, T.R. Kmak, Qualitative analysis used in evaluating alternative plant location scenarios, Indust. Eng.,1984, (8):52-56
    60 Saaty L M. An Exposition of the AHP in Reply to the Paper Remarks on the Analytic Hierarchy Process. Management Science. 1990, 36(3):259-268
    61陆琳琳,张仁颐.一种新的物流中心选址方法.物流科技. 2003, (3):28-30
    62 Chen-Tung Chen. A fuzzy approach to select the location of the distribution center. Fuzzy Sets and System, 2001, (18): 65-73
    63杨勇.国内物流中心选址研究方法综述.物流技术,2008,27(1):34-36
    64 Chen S M. Fuzzy group decision making for evaluation the rate of aggregative risk in software development. Fuzzy Sets and Systems, 2001, 118:75-88.
    65 Reza Zanjirani Farahani, Nasrin Asgari. Combination of MCDM and covering techniques in a hierarchical model for facility location: A case study. European Journal of Operational Research,2007,176(3):1839-1858
    66 Kuo-liang Lee, Shu-chen Lin. A fuzzy quantified SWOT procedure for environmental evaluation of an international distribution center. Information Sciences, 2008, 178(2):531-549
    67傅新平,邹珺.层次分析法在物流中心选址中的应用.世界海运,2002, 25 (4):23-25
    68吴迎学,龙爱翔.多级模糊综合评判在物流中心选址中的应用.森林工程, 2004, 20(5):16-19
    69韩世莲,李旭宏,刘新旺,毛海军.多人多准则模糊层次分析法的物流中心综合评价优选模型.系统工程理论与实践, 2004, (7):128-134
    70夏景虹,肖冬荣,夏景明.灰色关联分析和变权重和综合的AHP在物流中心选中的应用.统计与决策,2005, (1):120-121
    71刘文歌.DHGF模型在配送中心选址方案评价的应用.水运科学研究,2007, (4):18-23
    72刘晓峰,陈通,柳锦铭,张红兵.基于ANP的物流中心选址.工业工程,2007, 10(5):136-140
    73孙丽君,胡祥培,王征.车辆路径规划问题及其求解方法研究进展.系统工程, 2006, 24(11):31-36
    74 Laporte G, Nobert Y. Exact Algorithm for the vehicle routing problem. Amsterdam: North-Holland Publishing, 1987, 47-84
    75宋伟刚,张宏霞,佟玲.有时间窗约束非满载车辆调度问题的节约算法.东北大学学报(自然科学版), 2006, 27(1):65-68
    76 Solomon, M. M. Vehicle routing and scheduling with time windows constraints: models and algorithms. 1983, Ph. D. dissertation, Dept of decision sciences, University of Pennsylvania.
    77 Mole, R. H., Jameson,S. R.A sequential route-building algorithm employing generalized savings criterion .Operation research, 1976, (27):503-511
    78 Christofides N, Mingozzi A, Toth P. Exact algorithms for the vehicle routing problem based on spanning the shortest path relaxation. Mathematical Programming, 1981, (20):255-282
    79 Fisher M L.Optimal solution of vehicle routing problems using minimum k-trees. Operations Research.1994, 42(4):626-642
    80 R.Russell.An Effective Heuristic for the M-tour Traveling Salesman Problem with Some Side Conditions. Operations Research, 1977, (25), 517-524
    81 Baker E K, Schaffer J R: Solution improvement heuristics for the vehicle routing and scheduling problem with time window constraints. American Journal of Mathematical and Management Sciences.1986, (6):261-300
    82 Potvin J Y, Rousseau J M. An exchange heuristic for routing problems with time windows. Journal of Operational Research Society.1995,(46):1433-1446
    83 Lin S, Kernighan B W. An effective heuristic algorithm for the traveling salesman problem.OperationResearch.1973, (21):498-516
    84 CHRISTOFIDESN, MINGOZZIA, TOTHP. Combinatorial Optimization. Wiley, Chichester, 1979
    85 Yves Caseau, Francois Laburthe. A fast heuristic for large routing problems. In Proceedings IFORS, 1998
    86 Kontoravdis G, Band J F. A GRASP for the vehicle routine problem with time windows .ORSA Journal on Computing,1995, (7):10-23
    87 Laporte G. The vehicle routine problem: An overview of exact and approximate algorithm. European Journal of Operational Research,1992, 59(3):345 358
    88 Taillard E. Parallel iterative search methods for vehicle routing problems. Networks, 1993, (23): 661-673
    89张炯,郎茂祥.有时间窗配送车辆调度问题的禁忌搜索算法.北方交通大学学报,2004,28(2):103-106
    90 Garcia B L, Povtin J Y, Rousseau J M. A parallel implementation of the tabu search heuristic for the vehicle routing problems with time window constraints.Computers&Operations Research, 1994,(21):1025-1033
    91 Taillard E, Badeau P. A tabu search heuristic for the vehicle routing problem with soft time windows. Transportation Science, 1997, (31):170-186
    92 Chiang WC, Russell RA .a reactive tabu search metaheuristic for the vehicle routing problem with time windows. Informs J Comp, 1997, (9):417-430
    93袁庆达,闫昱,周再玲.Tabu Search算法在优化配送路线问题中的应用.计算机工程,2001,27(11):86- 89
    94 Osman I H. Meta-strategy simulated annealing and Tabu search algorithms for the vehicle routine problem. Operations Research, 1993, 41(3): 77-86
    95 Teodorovic D., Pavkovic G. A simulated annealing technique approach to the vehicle routing in the case of stochastic demand. Transportation Planning and Technology, 1992, 16(16):291-273
    96 K. C. Tan, a, L. H. Leeb, Q. L. Zhua ,K. Ou. Heuristic methods for vehicle routing problem with time windows. Artificial, 2001,15(3):281-295
    97蔡延光,钱积新,孙优贤.带有时间窗的多重运输调度问题的自适应Tabu Search算法.系统工程理论与实践, 2000, 20(12): 42-50
    98 Haibing Li, Andrew Lim. Local search with annealing-like restarts to solve the VRPTW. European Journal of Operational Research,2003,150(1):115-127
    99杨宇栋,朗茂祥,胡思继.有时间窗车辆路径问题的模型及其改进模拟退火算法研究.管理工程学报,2006,20(3):104-107
    100 KASILINGAM R G. Logistics and transportation: design and planning. Boston, MA, USA: Kluwer Academic Publishers, 1998,29-33
    101 Gambardella L.M., Taillard E., Agazzi G. MACS-VRPTW: A Multiple Ant Colony System for Vehicle Routing Problem with Time Windows. New Ideas in Optimization, 1999, 63-76
    102 REIMANNM, DORENERK, HARTLRF. Insertion based ants for vehicle routing problems with backhauls and time windows. Ant Algorithms. Berlin/Heidelberg,Germany:Springer LNCS2463,2002,135-147
    103刘志硕,柴跃廷,申金升.蚁群算法及其在有硬时间窗的车辆路径问题中的应用.计算机集成制造系统,2006,12(4):596-602
    104 Joe L, Rover L. Multiple Vehicle Routing with Time and Capacity Constraints Using Genetic Algorithms. Proceedings of the Fifth International Conference on Genetic Algorithms, 1993, 452- 459
    105 Potvin J, Dube D, Robillard. Hybrid approach to vehicle routing using neutral networks and genetic algorithms.AppliedIntelligence,1996,6(3):241-252
    106 Michalewicz Zbigniew. Genetic Algorithms, Numerical Optimization and Constraints. Proceedings of the Sixth International Conference on Genetic Algorithms, 1995, 151-158
    107姜大立,杨西龙,杜文.车辆路径问题的遗传算法研究.系统工程理论与实践,1999, 19(6): 40-45
    108 Thangiah S, Nygard K, Juellp G. A Genetic Algorithms System for Vehicle Routing with time windows. Miami proceedings of the Seventh Conference on Artificial Intelligence Applications, Florida, 1991,322-325
    109 Homberger J, Gehring H. Two evolutionary metaheuristics for the vehicle routing problem with time window. Infor, 1999, (37):297-318
    110 Baker B., A.Yechew. A genetic algorithm for the vehicle routing problem. Computers operations research, 2003, 30(2):787-800
    111 Potvin J Y, Bengio S. The vehicle routing problem genetic search. Informs, 1996, (8):165-172
    112谢秉磊,李军,郭耀煌.有时间窗的非满载车辆调度问题的遗传算法.系统工程学报,2000,15(3):290-294
    113刘诚,陈治亚,封全喜.带软时间窗物流配送车辆路径问题的并行遗传算法.系统工程,2005,23(10):7-11
    114方跃建.电子商务环境下的物流配送车辆调度方法研究.浙江大学硕士学位论文,2006:31-32
    115 Hokey Min Vaidyanathan Jayaraman et al., Theory and Methodology Combined Location-routing problems: A synthesis and future research direction. European Journal of Operation Research, 1999(10): 1-15
    116汪寿阳,赵秋红,夏国平.集成物流管理系统中定位-运输路线安排问题的研究.管理科学学报,2000,3(2):69-74
    117 Laporte, Gs Nobert, Y. An exact algorithm for minimizing routing andoperating costs in depot location. European Journal of Operational Research.1981, 6:224-226
    118 Laporte,G, Nobert,Y, Pelletier,P, Hamiltonian location problem. European Journal of Operational Research, 1983, (12): 82-89
    119 Laporte, C Nobert, Y, Arpin, D. An exact algorithm for solving a capacitated location-routing problem. Annals of Operations Research. 1986, (6):293-310
    120 Reve11.C, Cohon.J, Shobrys.D Simultaneous sitting and routing in the disposal of hazardous wastes. Transportation Science.1991,25(2):138-145
    121 Min, H, Consolidation terminal location-allocation and consolidated routing problems. Journal of Business Logistics. 1996,17(2):235-263
    122 Laporte.q Nobert.Y. Solving a family of mufti-depot vehicle routing and location-routing problem. Transportation Science 1988, 22(3):161-172
    123 Laporte.C, Louveaux, R, Mercure, H. Models and exact solution for a class of stochastic location-routing problems. Journal of the Operational Research Society, 1989, 40(5):471-482
    124 Stowers. C.L, Pelekar. U.S. Location models with routing considerations for single obnoxious facility. Transportation Science, 1993, 27(4):350-362
    125 Averbakh I, and Bennan O. Probabilistic sales-delivery man and sales-delivery facility location problems on a tree. Transportation Science, 1995, 29(2):184-197
    126林岩,胡祥培,王旭茵.物流系统优化中的定位-运输路线安排问题(LRP)研究评述.管理工程学报, 2004,18(4):45-49
    127 Watson-Gandy C, Dohrn P. Depot location with van salesman: a practical approach. Omega Journal of Management Science, 1973, 1(3): 321-329
    128 Hokey Min, Vaidyanathan Jayaraman, Rajesh Srivastava. Combined location-routing problems: A synthesis and future research directions. European Journal of Operational Research, 1998, (108): 1-15
    129 Golden BL, Magnanti TL, Nguyen HQ. Implementing vehicle routing algorithms. Networks, 1977, (7): 113-148
    130 Or I, Pierskalla WP. A transportation location-allocation model for regional blood banking. AIIE Transactions, 1979, (11): 86-95
    131 Jacobsen SK, Madsen OB. A tative study of heuristics for a two-level routing-location problem. European Journal of Operational Research, 1980,(5): 378-387
    132 Perl J, Daskin MS. A warehouse location-routing problem. Transportation Research Quarterly, 1985, (19B): 381-396
    133 Srivastava R, Benton WC. The location-routing problem: considerations in physical distribution system design. Computers and Operations Research, 1990, (17): 427-435
    134 Chien TW. Heuristic procedures for practical-sized incapacitated location-capacitated routing problems. Decision Sciences, 1993, (24): 995-1021
    135 Salhi S, Fraser M. An integrated heuristic approach for the combined location vehicle fleet mix problem. Study in Locational Analysis, 1996, (8): 3-21
    136 Nagy G, Salhi S. Nested heuristic method for the location-routing problem. Journal of Operational Research Society, 1996, (47):1166-1174
    137 Nagy G, Salhi S. A nested location-routing heuristic using route length estimation. Studies in Locational Analysis, 1996, (10): 109-127
    138 Rosenkrantz D., Stream R., Lewis P.. Approximate algorithms for the traveling salesperson problem. SIAM Journal on Computing, 1977, (6): 563-581
    139 Chien TW. Heuristic procedures for practical-sized incapacitated location-capacitated routing problems. Decision Sciences, 1993, (24): 995-1021
    140 Srisvastava, R, BentonW, C. The location routing problem: consideration in physical distribution system design. Computer and Operation Research. 1990, 6: 427-435
    141 Lin S. Computer solution of the traveling salesman problem. Bell System Technical Journal, 1965, (44): 2245-2269
    142 Dilek Tuzun, Laura I. Burke. A two-phase tabu search approach to the location routing problem. European Journal of Operational Research, 1999, (116): 87-99
    143张潜,高立群,刘雪梅,胡祥培.定位-运输路线安排问题的两阶段启发式算法.控制与决策,2004,19(7):773-777
    144张长星,党延忠.定位-运输路线安排问题的遗传算法研究.计算机工程与应用,2004, 12:65-68
    145黄春雨,马士华,周晓.基于缩短物流多阶响应周期的LRP模型研究.工业工程与管理, 2004,(1):55-59
    146王雪峰,孙小明,郑柯威,杨芳.定位-车辆路径问题的两阶段混合启发式算法.上海交通大学学报,2006,(9):1529-1535
    147胡大伟,陈诚.遗传算法(GA)和禁忌搜索算法(TS)在配送中心选址和路线问题中的应用.系统工程理论与实践,2007,(9):171-176
    148 Savelsbergh M W P, Solomn M.The general pickup and delivery problem. Transportation Science, 1995, 29(1):17-29
    149 Hipolito, Hernandez Perez. A branch-and-cut algorithm for a traveling salesman problem with pickup and delivery. Discrete Applied Mathematics, 2004, 145:126-139
    150 Deif L, Bodin L. Extension of the Clarke and Wright algorithm for solving the vehicle routing problem with backhauling. Proceedings of the Babson Conference on Software Uses in Transportation and Logistics Management. 1984:75-96
    151 Goetschalckx M., Jacobs-Blecha C. The vehicle routing problem with backhauls. European Journal of operational Research, 1989, 42:39-51
    152 Golden B L, Baker E K, AlfaroJL, and etal. The vehicle routing problem with back hauling: two approaches. Working Paper MS/S 85/017, University of Maryland, College Park, 1985
    153 Casco Do, Golden B L, Wasil E A. Vehicle routing with backhauls: models algorithms and case studies. Golden B L, Assad, eds. Vehicle Routing: Methods and Studies. Elsevier: Amsterdam, 1988, 127-147
    154 Mosheiov G. The traveling sales man problem with pick-up and delivery .European Journal of Operation Research, 1994, 79:299-310
    155 Russell Bent, Pascal Van Hentenryck. A two-stage hybrid algorithm for pickup and delivery vehicle routing problems with time windows. Computers & Operations Research, 2006, (33): 875–893
    156 Duhamel C., Jean-Yves P, Jean-Marc R... A tabu search heuristic for the vehicle routing problem with backhauls and time windows. Transportation Science, 1997, 31(1): 49-60
    157 Hasama T, Kokubugata H, Kawashima H. A heuristic approach based on the string model to solve vehicle routing problem with backhauls. The 5th world congress on intelligent transport systems. Korea: The Korea HighwayCorporation, 1998: 25
    158卜雷,尹传忠,赵宜.铁路行包配送车辆路径问题模型及算法.同济大学学报(自然科学版),2007,35(8):1069-1073
    159 Salhi S., Nagy G. A cluster insertion heuristic for single and multiple depot vehicle routing problems with backhauling. Journal of the Operational Research Society.1999, 50: 1034-1042
    160 Gabor Nagy, Said Salhi. Heuristic algorithms for single and multiple depot vehicle routing problems with pickups and deliveries. European Journal of Operational Research, 2003, 162:126-141
    161胡大伟,陈诚,郭晓汾.带集货和配送的多站点VRP优化算法研究.数学的时间与认识,2007,37(2):98-104
    162李欣,关志民,高俊俊.电子商务环境下企业物流配送模式的选择.郑州航空工业管理学院学报,2003,21(4):123-125
    163王硕.电子商务概论.合肥工业大学博士后研究工作报告.2007:126-127
    164 William Copacino, Donald B. Rosenfield. Analytic Tools for Strategic Planning. International Journal of Physical Distribution & Logistics Management, 1985, 15(3):47-61
    165 Chopra S. Designing the distribution network in a supply chain. Transportation Research Part E,2003, 39:123-140
    166谈慧.面向电子商务的物流配送系统开发与应用[J].中国制造业信息化,2007,36(1):21-24
    167余福茂,沈祖志.基于适度递阶控制的物流系统动态规划.中南大学学报(社会科学版), 2003,9(1):89-92
    168徐杰,田源,汝宜红.物流中心选址的影响因素分析及案例.物流技术, 2002,(2): 28-31
    169张敏,杨超,杨珺 .基于AHP/DEA的物流中心选址问题研究.管理学报,2005,2(6):641-644
    170张得志,谢如鹤,李双艳.组合评价法在物流园区选址中的应用.武汉理工大学学报(交通科学与工程版), 2005,29(5):762-765
    171李忠富,李玉龙.购物中心选址的综合评价方法.商业研究,2008,(4):196-198
    172 Leung L C, Cao D. On consistency and ranking of alternatives in fuzzy AHP. European Journal of Operational Research, 2000, 124(1):102-113
    87 173刘志硕.智能物流系统理论与方法研究.北京交通大学博士论文.2004:86-

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