用户名: 密码: 验证码:
基于模糊理论的供应链网络构建与优化
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
供应链的动态性、复杂性使得各种不确定性在供应链网络中无处不在,无时不在。不确定性阻碍了供应链节点企业的协同合作,影响了供应链绩效发挥。对此,人们一方面通过建立协作机制和采用网络信息交流新技术来最大限度地消除或减缓供应链中各种不确定性的影响,另一方面也积极探索不确定性下的决策优化来有效推进供应链良好运作。不确定性理论的发展和不断完善为研究不确定性情况下供应链运作提供了有力的数学工具。本文在模糊理论支持下,探讨和研究模糊不确定性下供应链网络构建和优化问题。
     第一章绪论阐述论文的研究背景与动机,回顾了论文相关领域研究现状,分析了供应链关注的热点,指出相关研究中存在的不足并提出本文研究目标,在此基础上给出了论文的研究内容和框架。
     第二章研究了供应链网络中不确定性产生机理、作用方式和表现形式,探讨了供应链不确定性特性及其相应的控制机制和管理技术。针对模糊不确定性,研究供应链中的参数、目标和决策过程模糊不确定性的模糊描述,在充分运用模糊理论知识基础上,提出基于模糊理论的供应链网络构建与优化方法体系,为论文的后续研究提供了技术支持。
     第三章分析了模糊不确定性环境下供应链网络构建特别是合作伙伴选择时存在的问题,提出由供应链策略主导且模糊属性分量含有定性与定量两类变量的模糊多重多属性供应链合作伙伴评价与选择方法,并着重就三个方面进行了研究:一是反映决策者意愿的离散模糊信息集结综合方法以及相应的模糊语意权重向量确定;二是供应链策略下多属性重要性分类与模糊语意匹配;三是以供应链合作伙伴选择综合评价值作为权重进行供应链任务粗分配,从而形成供应链初始网络。
     第四章研究了面向模糊合作博弈的供应链网络优化,提出模糊不确定性下基于任务分配且收益均衡的供应链网络优化方法。从“机会成本”和“乐意支付”出发分析供应链网络中节点企业合作的多方博弈及模糊核存在且稳定,将模糊核拓展为创造价值活动的模糊多目标,建立基于成本和时间响应的模糊多方指派博弈模型,引入全模糊排序概念对模糊多方指派博弈模型的求解进行研究,由此得到利益均衡分配且满足特定目标的供应链优化子网。
     第五章研究了面向模糊多目标集中决策的供应链网络优化。探讨目标协调时模糊表达方式的目标满意度,分析供应链集中决策方式下多目标权重确定方法,提出基于决策者交互满意和目标满意水平补偿的多目标模型求解思路,由此得到集中决策方式下多目标满意协调的供应链优化子网。
     第六章研究了模糊多目标分布决策方式下供应链网络优化。供应链分布决策方式的一个重要特点就是多人群体决策和层次决策,由此引入多目标多层次规划来描述模糊不确定下供应链分布决策方式的这一决策特点,建立双层模糊多目标规划模型。运用不同层次决策者间的优先决策和对话决策等机制,研究层次目标优化的交互满意求解方法,由此得到分布决策方式下层次目标满足协调的供应链优化子网。
     最后,对本文的研究内容进行总结,指出论文的创新点、需要完善和深入之处及今后进一步研究的方向。
The dynamic and complexity of supply chain make various uncertainties lie in the net of supply chain ubiquitously.The uncertainties obstructed the cooperation among the node enterprises on the supply chain and affected supply chain's fulfilling it's performance.To this,people,on one hand,eliminated or slowed down the influence of various uncertainties in supply chain with maximum by establishing cooperation mechanism and adopting new technology of network information communication;On the other hand,people explored the Policy-making optimization under the condition of uncertainty to advance the good operation of supply chain effectively.The development and continuous perfection of uncertainty theory provided mathematics tools for researching the operation of supply chain under the condition of uncertainty.Combining with 863 topics,this thesis,under the support of Fuzzy theory,discussed and studied the construction and optimization of the net of supply chain under the condition of fuzzy uncertainty.
     Chapter 1 is the Preface,which elaborated the research background and motivation of this thesis,and looked back the present condition of relevant field of thesis.Then analyzed the concerning hot of supply chain,and pointed out the shortages existed in relevant research and put forward this thesis's research target、The content and framework of the research is given on this basis.
     Chapter 2 researched the creation mechanism,function method and manifestation of uncertainty in the supply chain network and discussed the characteristics of uncertainty of supply chain and the corresponding control mechanisms and management techniques. Besides controlling,the way to treat the uncertainty of supply chain is to express it effectively and bring it into the decision process,so as to minimize the impact of the uncertainty to the lowest extent.For fuzzy uncertainty,this thesis,on base of full using the knowledge of fuzzy theory,researched parameters,goals and the fuzzy description of the uncertainty in the process of decision-making,and put forward the construction and optimization system based on fuzzy theory,which provided technical support for the following research.
     Chapter 3 analyzed the existing problem in the construction of the net of supply chain,especially in the selection of partners in the condition of fuzzy uncertainty,and put forward the evaluation and selection method of supply chain cooperated partner,which, dominated by supply chain strategy.It contained two types of qualitative and quantitative multi-variable and multi-attribute.The research in this thesis focused on three aspects:the first parts are the general methods of assembly of discrete fuzzy information which reflect the wishes of policy makers and Corresponding determination of weight vector of semantic ambiguity;the second ones are the classification of importance of multi-attribute in supply chain and fuzzy semantic matching;the third aspects had a rough mission distribution of supply chain which uses the comprehensive evaluation of selection of partners of supply chain as the proportion and thus formed the initial network of supply chain.
     chapter 4 studied the optimization of supply chain network facing fuzzy cooperation game.It put forward the way of optimization of supply chain network based on mission distribution and balanced profits.Starting from opportunity cost and glad to pay,it studied the cooperated multi—game of node enterprises in supply chain network and the existed stable fuzzy nuclear;expanding fuzzy nuclear into fuzzy multi-objective activity treating value;Setting up fuzzy multi-assignment game model that responded by cost and time; Introducing the conception of full obscurity to have a study of the enquiry of fuzzy multi-assignment game model.In this way,it reached a optimized subnet of supply chain that the interest is distributed balanced satisfied by special goal.
     Chapter 5 had a study of supply chain network optimization facing fuzzy multi-objective concentrated decision-making.It carried out inspection of three goals in supply chain network such as production cost,investment cost and rate of customer satisfaction and found that conflict among multi-objective can't be matched in the same time;Discussing the degree of goal satisfaction of fuzzy expression when coordinated goals; Analyzing the fixing way of the proportion of multi-objective under the way of concentrated decision-making of supply chain;Putting forward the thinking of multi-objective model based on decision-maker's mutual satisfaction and compensation for goal satisfaction level. Therefore,it met the supply chain optimization subnet of multi-objective..
     Chapter 6 had a study of the optimization of the supply chain network under the fuzzy multi-objective distributed decision-making way.One important characteristic of distributed decision-making way is group decision-making and levels decision-making.Then,it introduced multi-objective multi-level planning to describe such characteristic of supply chain distribution decision-making under fuzzy uncertainty and set up double fuzzy multi-objective planning model.Making full use of the mechanisms of the priority decision-making and dialogue decision-making;Researching the interactive satisfied method of the optimization of level objective.Therefore,it met supply chain optimization subnet of satisfaction and coordination of level objective under the way of distribution decision-making
     In the end,it made a conclusion of the researching content of this thesis and pointed out the innovation,the place that needs to improve and to deep and the future direction.
引文
[1]Stephen J.New.A framework for analyzing supply chain improvement[J].International Journal of Operations & Production Management.1996,16(4):19-34.
    [2]Lee H L,Billington C.Material management in decentralized supply chains.Operations Research.1993,41(5):835-47
    [3]Ganeshan R,Harrison.T P.An Introduction to Supply Chain Management.Working Paper,1997.
    [4]Slats P.A.,Bhola B.,Evers J.J.M.and Dijkhuizen G.Logistic chain modeling.[J]European Journal of Operational Research.1995,87:1-20.[
    5]Donald J.B.,David J.C.,M.Bixby Cooper.Supply Chain Logistics Management[M].The McGraw-Hill Companies,Inc.,2002.
    [6]D.Petrovic,R.Roy,R.Petrovic,Modelling and simulation of a supply chain in an uncertain environment.European Journal Operation Research.1998.109(1):200-309.
    [7]汪云峰,马士华.供应链上的不确定因素与库存.[J]工业工程与管理,1999,(5):37-40.
    [8]Charnes A,Cooper W W.Chance-constrained programming[J]Management Science.1959,6(1):73-79.
    [9]李军,徐玖平.运筹学--非线性系统优化[M].北京:科学出版社.2003.
    [10]陈剑,蔡连侨.供应链建模与优化.系统工程理论与实践.2001,6:26-32.
    [11]Bellman,R.E.,Zadeh,L.A.Decision-making in a fuzzy environmanet.Management Science.1970,17(4):141-164.
    [12]Liu B.Dependent-chance programming in fuzzy environments[J].Fuzzy Sets and Systems.2000,109(1):97-106.
    [13]Kwakernaak H.Fuzzy random variables[J]Information Sciences.1978,15:1-29.
    [14]彭锦,刘宝碇.不确定规划的研究现状及其发展前景.运筹与管理.2002.2:1-11.
    [15]Weber,C.A.,Current,J.R.,Benton,W.C.Vendor selection criteria and methods [J].European Journal of Operational Research.1991,50:2-18.
    [16]Kumar,M.,Vrat,P.,Shankar,R.A fuzzy goal programming approach for vendor selection problem in a supply chain.Computers & Industrial Engineering.2004,46(1):69-85.
    [17]Kumar,M.,Vrat,P.,Shankar,R.A Fuzzy programming approach for vendor selection problem in a supply chain.International Journal of Production Economics.2006,101:273-285.
    [18]Amid,A.,Ghodsypour,S.H.,O Brien,C.Fuzzy multiobjective linear model for supplier selection in a supply chain.International Journal of Production Economics.2006,104:394-407.
    [19]Wang,J.Y.,Zhao,R.Q.,Tang,W.S.Fuzzy rogramming Models for Vendor Selection Problem in a Supply Chain.Tsinghua Science and Technology.2008,1:106-111.
    [20]蒲国利,李随成.分销商选择的模糊多目标规划方法.工业工程.2007,10(5):102-105.
    [21]周杰,牟小俐.多产品供应商选择的模糊多目标整数规划模型.工业工程.2007,10(4):128-132.
    [22]杨沅钊,易树平,高庆萱,王婷.汽车零部件供应商选择双层规划模型及求解.重庆大学学报.2007,30(7):10-13.
    [23]Chen,C.T.A Fuzzy approach to select the location of the distribution center.Fuzzy Sets and Systems.2001,118:65-73.
    [24]Chen,C.T.,Lin,C.T.,Huang,S.F.A Fuzzy approach for supplier evaluation and selection in supply chain management.International Journal of Production Economics.2006,102:289-301.
    [25]Wang,H.S.,Che,Z.H.An integrated model for supplier selection decisions in configuration changes.Expert Systems with Applications.2007,32:1132-1140.
    [26]Chou,S.Y.,Chang,Y.H.A Decision support system for supplier selection based on a strategy-aligned fuzzy SMART approach.Expert Systems with Applications.2008,32:2241-2253.
    [27]Mikhailov,L.Fuzzy analytical approach to partnership selection in formation of virtual enterprises.Omega.2002,30:393-401.
    [28]Wang,T.C.,Chen,Y.H.Applying consistent fuzzy preference relations to partnership selection.Omega.2007,35:384-388.
    [29]Chang,S.L.,Wang,R.C.,Wang,S.Y.Applying fuzzy linguistic quantifier to select supply chain partners at different phases of product life cycle.International Journal of Production Economics.2006,100:348-359.
    [30]李帅,郭亚军,易平涛,田厚平.基于模糊群决策的虚拟企业合作伙伴选择.东北大学学报,2004,25:295-298.
    [31]林强,许高峰.基于模糊语义距离的供应商选择问题研.哈尔滨工业大学学报.2004,36:1672-1675.
    [32]赵晓容,陈俊芳,赵鸣雷.虚拟企业盟主的评判研究.中国软科学.2003,6:92-95
    [33]姜康,曹文钢,于振华.基于遗传算法和模糊决策的大规模联盟伙伴选择方法研究.系统工程理论与实践.2007,(1):169-174.
    [34]赵小惠,孙林岩.供应商选择模糊决策方法.工业工程.2002,5:12-15.
    [35]戴海容,王丽萍,邱飞岳.一种基于AHP/线性规划的供应商伙伴选择算法.浙江工业大学学报.2004,32:509-515.
    [36]Kacpryzk J,Staniewski P.Long-term inventory policy-making through fuzzy decision-making models[J].Fuzzy Sets and Systems.1982,8:117-132.
    [37]Park K S.Fuzzy set theoretic interpretation of economic order quantity[J].IEEE Transactions on Systems,Man,and Cybernetics 1987 (SMC217):1082-1084.
    [38]Chen,S.H.,Wang,C.C.Backorder fuzzy inventory model under functional principle.Information Sciences 1996;95:71-9.
    [39]Roy,T.K.,Maiti,M.A fuzzy EOQ model with demand-dependent unit cost under limited storage capacity.EuropeanJournal of Operational Research 1997,99:425-32.
    [40]Chang,S.C.,Yao,J.S.,Lee,H.M.Economic reorder point for fuzzy backorder quantity.European Journal of OperationalResearch 1998,109:183-202.
    [41]Lee,H.M.,Yao,J.S.Economic production quantity for fuzzy demand quantity and fuzzy production quantity.European Journal of Operational Research 1998,109:203-11.
    [42]Lin,DC,Yao,J.S.Fuzzy economic production for production inventory.Fuzzy Sets and Systems 2000,111:465-95.
    [43]Ouyang,L.Y.,Yao,J.S.A minimax distribution free procedure for mixed inventory model involving variable lead timewith fuzzy demand.Computers and Operations Research 2002,29:471-87.
    [44]Giannoccaro,I.,Pontrandolfo,P.,Scozzi,B.A fuzzy echelon approach for inventory management in supply chains.European Journal Operation
    [45]Hsieh,C.H.Optimization of fuzzy production inventory models.Information Sciences.2002,146:29-40.
    [46]Chanas S.,Kolodziejczyk Wand Machaj A.A fuzzy approach to the transportation problem.Fuzzy Sets and Systems,1984,13:211-221.
    [47]Bensana E.,Bel G.and Duboisd D.Opal:a multi-knowledge-based system for industrial job-shop scheduling.International Journal of Production Research,1988,26:795-819.
    [48]McCahon,C.S.,and Lee,E S.,Job sequencing with fuzzy processing times,Computer & Mathematics with Applications.1990,15:829-838
    [49]Petrovic,D.,Roy,R.,Petrovic,R.,Modelling and simulation of a supply chain in an uncertain environment.European Journal Operation Research.1998,109(1):200-309.
    [50]Petrovic,D.,Roy,R.,Petrovic,R.Supply chain modelling using fuzzy sets.International Journal Production Economics.1999 59(1-3):443-453.
    [51]Petrovic,D.,Petrovic,R.,Vujosevic,M.Fuzzy models for the newsboy problem,International Journal of Production Economics 1996,45(1):435-441.
    [52]Petrovic,D.Simulation of supply chain behaviour and performance in an uncertain environment.International Journal of Production Economics.2001,71(1-3):429-438.
    [53]Giannoccaro,I.,Pontrandolfo,P.,Scozzi,B.A fuzzy echelon approach for inventory management in supply chains.European Journal Operation Research.2003,149(1):185-196.
    [54]Wang,J.,Shu,Y.F.Fuzzy decision modeling for supply chain management.Fuzzy Sets and Systems.2005,150:107-127
    [55]Cadsson,C.,Fuller,R.Reducing the bullwhip effect by means of intelligent,soft computing methods,in:Proc.thirty-fourthHawaii Int.Conf.on System Sciences(HICSS-34),Island of Maui,Hawaii,USA.2001,January 3-6.
    [56]Fazel Zarandi,M.H.,Pourakbar,M,Turksen,I.B.A Fuzzy agent-based model for reduction of bullwhip effect in supply chain systems.Expert Systems with Applications.2008,34(3):1680-1691.
    [57]刘昱岗,郝光,罗霞.基于模糊多目标格序决策的分销网络优化模型.系统工程.2006,24(7):16-20.
    [58]徐玖平,李军.多目标决策的理论与方法.清华大学出版社.2005:116.
    [59]Chen,C.L.,Lee,W.C.Multi-objective optimization of multi-echelon supply chain networks with uncertain product demands and prices.Computers and Chemical Engineering.2004,28:1131-1144.
    [60]Wang,R.C.,Fang,H.H.Aggregate production planning in a fuzzy environment. International Journal of Industrial Engineering Theory,Applications and Practice.2000,7(1):5-14.
    [61]Wang RC,Fang HH(2001) Aggregate production planning with multiple objectives in a fuzzy environment.Eur J Oper Res 133:521-536
    [62]Aliev,R.A.,Fazlollahi,B.,Guirimov,B.G.,Aliev,R.R.Fuzzy genetic approach to aggregate production-distribution planning in supply chain management.Information Sciences.2007,177:4241-4255.
    [63]Rinks,D.B.The Performance of Fuzzy Algorithm Models for Aggregate Planning and Differing Cost Structures.In:Approximate Reasoning in Decision Analysis,M.M.Gupta and E.Sanchez(Eds).The Netherlands:North Holland.1982:267-278.
    [64]Lee,Y.Y.Fuzzy Set Theory Approach to Aggregate Production Planning and Inventory Control.Ph.D.Dissertation,Dept.of Industrial Engineer,Kansas State Univ.Manhatten,1990.
    [65]Gao,M.,Zhou,M.C.,Tang,Y.Intelligent decision making in disassembly process based on fuzzy reasoning Petri nets.IEEE Transactions on Systems,Man and Cybernetics.2004,34:2029-2084.
    [66]Liang,T.F.Distribution planning decisions using interactive fuzzy multi-objective linear programming.Fuzzy Sets and Systems.2006,157(10):1303-1316.
    [67]董颖,唐加福,许宝栋,汪定伟.交互式多准则模糊集约生产计划.信息与控制.2004,33(2):156-161.
    [68]孙会君,高自友.供应链分销系统双层优化模型.管理科学学报.2003,6(3):66-70.
    [69]熊红云,杨秀芳,何钺.模糊能力约束下的生产批量计划方法研究.系统工程理论与实践.2001,(1):41-44.
    [70]杨令,申相德.不确定需求条件下的供应链决策分析.物流技术.2005.(4):59-61.
    [71]Aaron Cooke The Dawn of Supply Chain Communities.Logistics Management & Distribution Report.2000,February.
    [72]范旭等.复杂供应链网络中的不确定性分析.复杂系统与复杂性科学,2006,3:20-25.
    [73]范玉鹏.供应链管理中的不确定性[J].IT经理世界.2000,(18).
    [74]胡翠红,杜文.供应链中不确定性因素分析.商场现代化,2007,49:69-70.
    [75]Strader,T.J.,F.R.Lin,M.J.Shaw.The impactof information sharing on order fulfillment in divergent differentiation supply chains.Journal of Global Information Management,1998,7(1):16-24.
    [76]甘小冰.供应链中不确定性问题研究.现代电子技术,2004,(5):57-58.
    [77]赵青,李军锋.航空工业企业供应链不确定性产生机理研究.航空科学技术,2005,(4):26-29.
    [78]Lee,H,L.,C.Billington.Material management in decentralized supply chains.Operations Research,1993,41(5):835-847.
    [79]傅玉颖,潘晓弘.不确定情况下基于模糊集理论的库存管理研究.系统工程理论与实践.2005,9:54-58.
    [80]Park K.S.Fuzzy set theoretic interpretation of economic order quantity[J].IEEE Transactions on Systems,Man,and Cybernetics,1987,(SMC-17):1082-1084.
    [81]Dubois,D.,Prade,H.The mean value of a fuzzy number.Fuzzy Sets and Systems.1987,24:279-300.
    [82]Chen,S.J.,Hwang,C.L.Fuzzy Multiple Attribute Decision Making.Springer-Verlag,New York.1992
    [83]王玲,张金成.论供应链的网络组织特性.物流技术.2006,(12):60-63.
    [84]Wang,G.,Huang,S.H.,Dismukes,J.P.Product-driven supply chain selection using integrated multi-criteria decision-making methodology.International Journal of Production Economics.2004,91(1):1-15.[
    85]Lambert,D.M.,Cooper,M.C.Issues in Supply Chain Management.Industrial Marketing Management.2000,29(1):65-83.
    [86]Yager R R.On ordered weighted averaging aggregation operators in multicriteria decision making[J].IEEE Transactions on Systems,Man,and Cybernetics.1988,18:183-190.
    [87]Yager R R.OWA aggregation over a continuous interval argument with applications to decision making[J]IEEE Transactions on Systems,Man,and Cybernetics,2004,34:1952-1963.
    [88]Herrera,Francisco,Luis Martinez.A 2-tuple fuzzy linguistic representation model for computing with words,IEEE Transactions on Fuzzy Systems.2000,(6):746-752.
    [89]朱雪龙.应用信息论基础[M].北京:清华大学出版社,2001.
    [90]Filev D,Yager R R.A nalyticproperties of maximum entropy OWA operators[J].Information Sciences.1995,85:11-27.
    [91]Lee,H.L.Aligning supply chain strategies with product uncertainties.IEEE Engineering Management Review.2003,31(2):26-34.
    [92]Aitken,J.,Paul Childerhouse,P.,Towill,D.The impact of product life cycle on supply chain strategy.International Journal of Production Economics.2003,85(2):127-140.
    [93]Zhang Q.,J.C.H.Chen.Multiple attribute decision making:Approach integrating subjective and objective information.International Journel of Manufacturing technology and management.2003,5(4):338-361
    [94]王国成竞争对策:博弈论在企业经营管理中的应用.企业管理出版社,1997:35-65
    [95]Piotr Bronisz.Cooperative game solution concepts to a cost allocation problem.European Journal of Operational Research.2000,122:258-271.
    [96]Theo S.H.Driessen.Tree enterprises and bankruptcy ventures:A game theoretic similarity due to a graph theoretic proof.Discrete Applied Mathematics.1997,79:105-117.
    [97]Ishiro Nishizaki,Masatoshi Sakawa.Fuzzy cooperative games arising from linear production programming problem with fuzzy parameters.Fuzzy Sets and Systems.2000,114:11-21.
    [98]李登峰模糊多目标多人决策与对策 国防工业出版社 2003:54-57.
    [99]单宝玲基于客户需求的供应链物流服务质量研究.中国流通经济,2007(9):26-28.
    [100]Mohammad Modarres,SoheilSadi-Nezhad Ranking fuzzy numbers by preference ratio.Fuzzy Setsand Systems.2001(118):429-436.
    [101]Laurie Orlov,Bob Chatman,Ted Schadler,and Eroica Howard.XRM:eBusiness Network Applications Emerge.Forrester Research Brief-11585.2000,January 15.web2.forrester.com.
    [102]William Ulrich.Revolutionizing Supply Chain Management Trough Holistic GovemanceStructures.Tactica Strategy Group White Paper.2000,November 21.www.core.org.cn.
    [103]Aaron Cooke The Dawn of Supply Chain Communities.Logistics Management & Distribution Report.2000,February.
    [104]erman H.J.Fuzzy programming and linear programming with several objective function.Fuzzy Sets System.1978,1:45-55.
    [105]Sakawa M.Interactive fuzzy goal programming for nonlinear programming problems and its applications to water quality management.Control and Cybernetics,.1984,13:217-228.
    [106]李登峰.夏杂模糊系统多层次多目标多人决策理论模型方法与应用研究.大连理工大学博士学位论文.1995.
    [107]镇常清.多目标决策中的权重调查法.系统工程理论与实践.1987,(2):16-24.
    [108]程明熙.处理多目标决策问题的二项系数加权和法.系统工程理论与实践.1983,(4):23-26.
    [109]杨圣宏.用比较矩阵求多指标的权值及排序.系统工程理论与实践. 1988,(1):19-26.
    [110]陆明生.多目标决策中的权系数法.系统工程理论与实践.1986,(4):77-78.
    [111]陆建春.比较矩阵构造法及其在模糊层次分析中的应用.成都科技大学学报.1983,(3):81-86.[
    112]闰浩,贺仲雄.权重分析系统.系统工程与电子技术.1992,(4):40-45
    [113]何晓群.企业经济效益综合评价的多元分析法.当代经济科学.1989,(3):89-93.
    [114]周子康等,多准则综合排序问题的研究.管理现代化.1990,(5):5-7.
    [115]郭现光.多指标综合评价中权系数的确定.数量经济技术研究.1989,(1):49-52.
    [116]李登峰,陈守煌.有限方案多目标交互式模糊决策方法.现代水科学不确定性研究与进展.成都科技大学出版社.1994:131-136
    [117]王应明,傅伟国.运用无限方案多目标决策方法进行有限方案多目标决策.控制与决策.1993.8(1):25-29.
    [118]Cook W D,Kress M A.Multiple-Criteria Composite Index Model for Quantitative and Quantitative Data.European Journal of Operational Research.1994,78:367-379.
    [119]Yang J B,Singh M G.An Evidential Reasoning Approach for Multiple Attribute Decision Making with Uncertainty.IEEE Transactions on Systems,Mans and Cybernetics.1994,24(1):1-18.
    [120]梁梁,陈晓剑.重要性与信息量的综合评价方法.决策与决策支持系统.1993,3(3):90-93.
    [121]单汩源,孙亚.供应链管理及其应用研究.中南工业大学学报.2000,9:202-204.
    [122]王玲.从成员关系视角探析供应链网络组织核心特征.物流技术.2007,1:85-87.
    [123]Visweswaran,V.,Floudas,C.A.,Ierapetritou,M.G.,Pistikopoulos,E.N. A decomposition-base global optimization approach for solving bilevel linear and quadratic programs[A].In C.A.Floudas & P.M.Pardalos (Eds.),State of the art in global optimization[C].1996.139-162.Kluwer Academic Publishers.
    [124]Bard,J.F.,Moore,J.T.A branch and bound algorithm for the bilevel programming problem[J].SIAM Journal of Science and Statistical Computers.1990,11 (3):281-292.
    [125]Shih,H.,Lai,Y.,Lee,E.S.Fuzzy approach for multi-level programming problems.Computer operations research.1996,23:73-91.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700