大型工程项目网络化建模及关键节点分析方法研究
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摘要
大型工程项目是一个典型的复杂系统,由成千上万个在时间与空间上相互影响、相互制约的项目任务所构成,同时涉及数量众多且关系复杂的项目参与方。大型工程项目任务及组织规模的增大,以及相互关系复杂性的急剧增加,导致了大型工程项目不确定性因素增多、管理难度加大、管理效率低下等问题。如何描述任务之间、组织之间特别是任务与组织之间的相互作用关系,如何在复杂的关系分析中对大型工程项目进行有效的建模,如何在各种不确定条件下从数量众多且关系繁杂的大型工程项目系统中甄别出关键要素以进行重点管理,进而为优化项目资源配置、提高管理效率提供科学的管理和决策依据,成为大型工程项目管理亟需解决的问题。
     本文旨在以定性定量相结合的综合集成方法论为指导,通过系统分析方法建立大型工程项目的网络分析模型,并在此模型的基础上,借鉴相关的网络建模理论与方法,从系统、整体的角度辨识和分析对大型工程项目进度具有重要影响的关键组织和任务活动节点,并针对大型工程项目实施过程面临的各种风险因素,考虑在项目完成时间不确定的情况下,依据网络拓扑结构和系统相互作用关系为项目管理者进行关键节点管理提供决策辅助。本文将网络建模与分析方法引入到大型工程项目管理中来,不仅拓展了传统的项目管理理论,并且为管理者能够在项目实践中抓住任务规划与组织管理工作的重点、提升项目管理人员的宏观统筹与总体规划能力、以及提高项目综合管理能力提供了有效的技术方法支撑。
     论文主要研究工作及创新点如下:
     1、提出了大型工程项目系统组织——任务相互作用网络模型。把大型工程项目中的各要素集成起来,综合考虑项目任务与组织之间的相互作用关系,构建了大型工程项目组织——任务相互作用网络模型,解决了在工程项目管理中将组织和任务独立开来的问题。基于该模型,可以用社会网络理论中的各种网络指标,对项目组织和任务节点的重要性进行评价,弥补了传统的关键路径法、计划评审技术在项目任务分析中存在的不足;此外,可以将组织与项目结合起来,使得在实施工程项目的动态过程中综合衡量和分析组织节点的重要性成为可能。
     2、提出了一种基于加权边分解的虚节点算法,解决了网络介数的计算复杂性问题。首先,定义并分析了网络指标在大型工程项目网络模型中的实际意义与作用并给出了计算方法;然后,为解决大型工程项目相互作用网络介数的计算复杂性问题,提出了优化计算网络指标的虚节点算法,改进并优化了介数计算方法。解析并推导了网络平均度、平均边权值与基于虚节点算法的介数优化算法复杂度的关系;通过数值仿真比较在Brandes算法中使用虚节点算法和Dijkstra算法的效率,验证了新算法的时间效率要优于Brandes算法;本算法为后续的网络指标分析奠定了计算基础。
     3、提出了基于流度的关键任务节点分析方法。为分析项目网络拓扑结构对关键路径的影响,提出了新的更适应描述项目网络任务节点重要度的网络参数——流度。在分析中,采用项目网络生成器RanGen2,生成了1600个不同拓扑结构的项目网络,分析了网络节点的介数、入度、出度、流度等与项目关键路径的相关性,结果表明,流度与项目关键路径存在最大的相关性,当项目完成时间信息不确定时,以度值、介数和流度值为基础计算得到的关键路径与项目实际关键路径拟合度能达到40%-80%以上;而且,通过非关键路径灵敏度分析的仿真结果也表明,流度较大的非关键路径节点对项目完成时间的影响最大。
     4、提出了组织失效的概念,建立了一套分析组织失效、鉴别关键组织节点的新方法。基于本文提出的大型工程项目组织——任务相互作用网络模型,从解析和仿真的角度分别分析了在随机型组织网络结构、集权型组织网络结构和金字塔型组织网络结构上,组织节点随机失效和优先失效对项目工期的影响,进而为组织节点重要度排序提供了参考依据。研究结果表明,只需一定比例的组织节点优先失效即可导致整个网络完全瘫痪,从而造成工期严重延误。当组织中较少比例节点优先失效时,项目工期将明显多于同样比例节点随机失效的情况。
The large-scale engineering project is the typical complex system, whichcomposed of thousands of interdependent tasks and participates. The increasing of sizeand complex relationship among tasks and organization are bringing about the increasedproject uncertainties, management difficulties and low efficiency. How to describe theinteraction relationship between tasks and organizations, how to model the large-scaleengineering project, how to identify and practice key-point management on the criticalelements to optimize project resource, improve the management efficiency and decisionmaking, come into being the urgent problems of large scale project management.
     Using the system analysis methodology and guiding by the integrationmethodologies of qualitative and quantitative, this paper aims to establish the networkanalysis model of large-scale engineering project. Based on the integrated model, usingfor reference from networks modeling theory and methodology to identify and analysisthe critical organization and tasks nodes that having the important influence on theproject scheduling. In view of various risk factors during project implementationprocess and considering the conditions of the uncertain project completion time, thispaper uses the network topology structure and system interdependent relationship toprovide decision aiding for managers to practice key-point management on the criticalelements. Introducing the networks model and analysis methodology into large scaleproject management, not only expand the traditional project management theory, butalso provide the technical method and support in seizing the focus of the task planningand organization management, improving the macro overall planning capability ofmanagers.
     The main results and contribution of this dissertation are as follows:
     1. The organization-task interdependent network model is proposed. Toovercome the shortage of treating the organizations and tasks separately in the researchof project management, the organization-task interdependent network model isestablished. Based on the new model, the importance of project tasks and organizationscan be evaluated using the network index of social network theory, which makes up thelack of traditional theories, such as critical path method and program evaluation reviewtechnique in project tasks analysis; What’s more important is that the new modelintegrates the project participant organizations, making it possible to analyze andevaluate the importance of project tasks in a systematical way.
     2. The virtual nodes algorithm based on the decomposition of weighted edgesis proposed to solve the calculation complexity of betweenness centrality. At first,the practical meaning of network index in large scale project is defined and analyzed, and the calculation method is provided. Then, in order to solve the calculationcomplexity of betweenness centrality, the virtual nodes algorithm based on thedecomposition of weighted edges is proposed, which improve and optimize thecalculation method of betweenness centrality. The relationship between network meandegree, average edge weight and time complexity based on the virtual nodes algorithmis analyzed and deduced. By numerical simulation, the calculation efficiency ofbetweenness centrality with Brandes’ algorithm with either the traditional Dijkstra’salgorithm or the virtual node algorithm is compared, and the time efficiency of newalgorithm is validated. The new algorithm lay a foundation for subsequent analysis ofnetwork index.
     3. Analysis method of Critical task nodes based on Flow degree is proposed. Anew network measurement for analyzing the correlation between project networktopology and critical paths is proposed.1600different project networks are generatedby RanGen2and the correlation between nodes’ betweenness centrality, indegree,outdegree, and flow degree are analyzed. Simulation results reveal that when the taskduration is unknown, the match ratio could achieve as high40%-80%for critical pathestimation based on indegree, outdegree and flow degree. Flow degree shows thehighest correlation with critical paths, and it has the most important effect on the projectcompletion time for nodes on the non-critical paths as well.
     4. The concept of orgazniational malfunction is proposed, a new method toanalyze orgazniational malfunction and indentify critical orgnaization nodes isestablished. By modeling the interacting dependencies between project participantorganizations and project tasks in large-scale engineering project system, wetheoretically analyze the effect of organizational structures, e.g., random structures,centralized structures and hierarchical structures, on project completion time areanalyzed. Results show that the project completion time is much higher when certainproportion of organizations is under priori failure than random failure. What's more, thewhole network will collapse down with relatively small proportion of nodes under priorifailure. The assumptions and methods used in the cascading failure modeling enable usto provide means for evaluating the criticality of organizational nodes in large-scaleengineering systems.
引文
[1]高峰,陈英武.关键工程系统风险管理研究进展[J].世界科技研究与发展,2005.27(2):89-95.
    [2]袁家军.神舟飞船系统工程管理[M].北京:机械工业出版社,2006.
    [3]晏永刚.巨项目组织联盟合作协调机制研究[D].重庆:重庆大学博士学位论文,2011.
    [4]晏永刚,任宏,范刚.大型工程项目系统复杂性分析与复杂性管理[J].科技管理研究,2009(6):303-305.
    [5]吴绍艳.基于复杂系统理论的工程项目管理协同机制与方法研究[D].天津:天津大学博士学位论文,2006.
    [6] CHAOS Summary [R]. Boston, MA: The Standish Group International, Inc,2009.
    [7] Standish Group International [EB/OL]. http://www.standishgroup.com.
    [8] Humphrey W S. Why big software projects fail: the12key questions[R]. CrossTalk,2005.
    [9] Tucker R L, Anderson S D. Assessment of construction industry projectmanagement practices and performance[R].USA: Construction Industry Institute,1990.
    [10] Scott S. Dealing with delay claims: a survey [J]. International Journal of ProjectManagement1993,11(3):143-153.
    [11] A Guide to the Project Management Body of Knowledge, Third Edition [M].USAPennsylvania: Project Management Institute,2008.
    [12] Moder J J, Phillips C R, Davis E W. Project management with CPM, PERT,AND precedence diagramming [M]. Van No strand Reinhold, New York.1983.
    [13]白思俊.现代项目管理(上、中、下)[M].北京:机械工业出版社,2002.
    [14] Levitt R E, Thomsen J. Simulating project work processes and organizations:toward a micro-contingency theory of organizational design [J]. ManagementScience,1999,45(11):1479-1495.
    [15] Jin Y, Levitt R E, Christiansen T R, et al. The virtual design team-modelingorganizational-behavior of concurrent design teams [J]. Artificial Intelligence forEngineering Design Analysis and Manufacturing,1995,9(2):145-158.
    [16] Chin K S, Tang D W, Yang J B, et al. Assessing new product developmentproject risk by bayesian network with a systematic probability generationmethodology [J]. Expert Systems with Application,2009,36(6):9879-9890.
    [17] Hui A K T, Liu D B. A Bayesian belief network model and tool to evaluate riskand impact in software development projects[C]∥Proceedings of IEEEInternational Annual Reliability and Maintainability Symposium, RAMS.California, USA:2004:297-301.
    [18] Chen P H, Shahandashti S M. Hybrid of genetic algorithm and simulatedannealing for multiple project scheduling with multiple resource constraints [J].Automation in Construction,2009,18(4):434-443.
    [19] Bouleimen K, Lecocq H.A new efficient simulated annealing algorithm for theresource-constrained project scheduling problem and its multiple mode version[J]. European Journal of Operational Research,2003,149(2):268-281.
    [20]周敏,汪霄.大型工程项目信息化管理与组织结构变革[J].基建优化,2004(01):7-10.
    [21]任宏,张巍,曾德珩.巨项目决策的核心原则[J].中国工程科学,2011(8):94-96.
    [22] Baccarini D. The concept of project complexity a review [J]. InternationalJournal of project management,1996,14(4):201-204.
    [23] Bertelsen S. Construction as a complex system[C]∥Proceedings ofInternational Group of Lean Construction, the11th annualconference.Blacksburg,Virginia,2003:1-13.
    [24] Bar-Yam Y. Large Scale Engineering and Evolutionary Change: Useful Conceptsfor Implementation of FORCEnet[R]. Cambridge, MA: New England ComplexSystems Institute,2002.
    [25] Bar-Yam Y. About engineering complex systems: Multiscale analysis andevolutionary engineering [J]. Engineering Self-Organising Systems:Methodologies and Applications,2005,3464:16-31.
    [26] Bosch-Rekveldt M, Jongkind Y, Mooi H, et al. Grasping project complexity inlarge engineering projects: the TOE (Technical, Organizational andEnvironmental) framework [J]. International Journal of Project Management,2011,29(6):728-739.
    [27]蒋卫平,李永奎,何清华.大型复杂工程项目组织管理研究综述[J].项目管理技术,2009,7(12):20-24.
    [28]齐二石,姜琳.大型工程项目的复杂性及其集成化管理[J].科技管理研究,2008(08):191-193.
    [29] Hong-Minh S M, Barker R, Naim M M. Construction supply chain andanalysis[R]. Berkeley, CA, USA: University of California,1999.
    [30] Vrijhoef R, Koskela L. The four roles of supply chain management inconstruction [J]. European Journal of Purchasing and Supply Management,2000,6:169-178.
    [31] Akintoye A, McIntosh G, Fitzgerald E. A survey of supply chain collaborationand management in the UK construction industry [J].European Journal ofPurchasing&Supply Management2000,6:159-168.
    [32]陈建华.工程项目供应链整合管理激励协调模型研究[D].武汉:华中科技大学博士学位论文,2006.
    [33]王元明.项目型供应链风险传递及其对策研究[D].天津:天津大学博士学位论文,2009.
    [34] Charette R N. Large-scale project management is risk management [J]. IEEESoftware,1996,13(4):110-117.
    [35] Chapman C B. Large engineering project risk analysis [J]. IEEE Transactions onEngineering Management,1979(26):78-86.
    [36] Russell A D, Ransinghe M. Analytical approach for economic risk quantificationof large engineering projects [J]. Construction Management and Economics,1992,10(4):45-68.
    [37] Gardoni P, Reinschmidt K F, Kumar R. A probabilistic framework for bayesianadaptive forecasting of project progress [J]. Computer-Aided Civil andInfrastructure Engineering,2007,22(3):182-196.
    [38] Lee E, Park Y, Shin J G. Large engineering project risk management using aBayesian belief network [J]. Expert systems with Application,2009,36(3):5880-5887.
    [39] Jaafari A, Doloi H K. A Simulation Model for Life Cycle Project Management[J]. Computer-Aided Civil and Infrastructure Engineering,2002,17(3):162-174.
    [40] Zhang H L. A redefinition of project risk process: using vulnerability to open upthe event-consequence link [J].International Journal of Project Management,2007,25(7):694-701.
    [41]冯宁.大型工程项目风险评价指标体系的构建[J].基建优化,2007(6):48-50.
    [42]雷丽彩,周晶.基于全生命周期集成的大型工程项目风险控制模型[J].软科学,2011(10):27-31.
    [43]冯永亮,张宏国.基于模糊层次分析法的协同项目风险评价模型[J].科技与管理,2007(5):25-29.
    [44]王昕,徐友全,高妍方.基于贝叶斯网络的大型建设工程项目风险评估[J].工程管理学报,2011(5):544-547.
    [45]李金林,程岚岚.模糊综合评价方法在航天项目风险评价中的应用.国防科技组织创新与装备费用管理高级研讨会.2005.
    [46]唐小丽,冯俊文.基于ANP原理的大型工程项目风险评价研究[J].中国质量,2006(11):38-40.
    [47] Elmaghraby S E. On criticality and sensitivity in activity networks [J]. EuropeanJournal of Operational Research,2000,127(2):220-238.
    [48] Slyke R M V. Monte carlo methods and the PERT problem [J]. OperationsResearch,1963,11(5):839-860.
    [49] Williams T M. What is critical [J]. International Journal of Project Management,1992,11(4):197-200.
    [50] Williams T M. Criticality in stochastic networks [J]. Journal of the OperationalResearch Society,1992,43(4):353-357.
    [51] Fatemi Ghomi S M, Teimouri E. Path critical index and activity critical index inPERT networks [J]. European Journal of Operational Research,2002,141(1):147-152.
    [52] Bowers J. Identifying critical activities in stochastic resource constrainednetworks [J]. Omega-The International Journal of Management Science,1996,24(1):37-46.
    [53] Liberatore M J. Critical path analysis with fuzzy activity times [J]. IEEETransactions on Engineering Management,2008,55(2):329-337.
    [54] Bowers J. Criticality in Resource Constrained Networks [J]. Journal of theOperational Research Society,1995,46(1):80-91.
    [55] Williams T M. Practical use of distributions in network analysis[J]. Journal of theOperational Research Society,1992,43(3):265-270.
    [56]谭跃进,陈英武,易进先.系统工程原理[M].长沙:国防科技大学出版社,2003.
    [57]王仁超,欧阳斌,王琳等.工程项目计划“关键性”问题拓展研究[J].系统工程与电子技术,2004,26(7):914-917.
    [58]欧阳斌.工程网络计划进度风险分析及关键链进度计划法研究[D].天津:天津大学硕士学位论文,2003.
    [59] Chanas S, Zielinski P. The computational complexity of the criticality problemsin a network with interval activity times [J]. European Journal of OperationalResearch,2002,136(3):541-550.
    [60] Chanas S, Zielinski P. On the hardness of evaluating criticality of activities in aplanar network with duration intervals [J]. Operations Research Letters,2003,31(1):53-59.
    [61] Cho J G, Yum B J. Functional estimation of activity criticality indices andsensitivity analysis of expected project completion time [J]. Journal of theOperational Research Society,2004,55(8):850-859.
    [62] Yakhchali S H, Ghodsypour S H. On the latest starting times and criticality ofactivities in a network with imprecise durations [J]. Applied MathematicalModelling,2005,150(8):2044-2058.
    [63] Fortin J, Zielinski P, Dubois D, et al. Criticality analysis of activity networksunder interval uncertainty [J]. Journal of Scheduling,2010,13(6):609-627.
    [64] Scott J. Social Network Analysis: A Handbook [M]. California: SAGEPublications Ltd,2000.
    [65] Page L, Brin S, Motwani R, et al. The PageRank Citation Ranking: BringingOrder to the Web[R]. Stanford: Stanford Digital Libraries,1998.
    [66] Borges J, Levene M. Ranking pages by topology and popularity within web sites[J]. World Wide Web-Internet and Web Information Systems,2006,9(3):301-316.
    [67] Safronov V. Parashar M. Optimizing Web servers using Page rank prefetchingfor clustered accesses [J]. Information Sciences,2003,150(3-4):165-176.
    [68] Abedin B, Sohrabi B. Graph theory application and web page ranking for websitelink structure improvement [J]. Behavior&Information Technology,2009,28(1):63-72.
    [69] Meghabghab G. Google’s web page ranking applied to different topological webgraph structures [J]. Journal of the American Society for Information Science andTechnology,2001,52(9):736-747.
    [70] Mukhopadhyay D, Giri D, Singh S R. An approach to confidence-based pageranking for user oriented web search [J]. Sigmod Record,2003,32(2):28-33.
    [71] Christakis N A, Fowler J H. The collective dynamics of smoking in a large socialnetwork [J]. New England Journal of Medicine,2008,358(21):2249-2258.
    [72] Mehra A, Dixon A L, Brass D J, et al. The social network ties of group leaders:implications for group performance and leader reputation [J]. OrganizationScience,2006,17(1):64-79.
    [73] Liljeros F, Edling C R, Nunes Amaral L A, et al. Social networks: The web ofhuman sexual contacts [J]. Nature,2001,411(6840):907-908.
    [74] Rybski D, Buldyrev S V, Havlin S, et al. Scaling laws of human interactionactivity [J]. Proceedings of the National Academy of Sciences of the UnitedStates of America,2009,106(31):12640-12645.
    [75] Kitsak M, Gallos L K, Havlin S, et al. Identification of influential spreaders incomplex networks [J]. Nature Physics,2010,6(11):888-893.
    [76]黄海滨,杨路明,王建新,等.基于网络拓扑的生物网络关键节点识别研究进展[J].数学的实践与认识,2011,41(07):114-125.
    [77] Lee W H, Michels K M, Bondy C A. Localization of insulin-like growth-factorbinding protein-2messenger RNA during postnatal brain development:correlation with insulin-like growth factorsⅠandⅡ [J]. Neuroscience,1993,53(1):251-265.
    [78] Chvátal V. Tough graphs and hamiltonian circuits [J]. Discrete Mathematics,1973,5(3):215-228.
    [79] Barefoot C A, Entringer R, Swart H. Vulnerability in graphs-a comparativesurvey [J]. Journal of Combinatirial Mathematics and Combinatorial Computing,1987,1:12-22.
    [80] Cozzen M, Moazzami D, Stueckle S. The tenacity of a graph[C]∥Proceedingsof the Seventh International Conference on the Theory and Applications ofGraphs. New York: Wiley,1995:1033-1042.
    [81] Wu J, Barahona M, Tan Y J, et al. Natural Connectivity of Complex Networks [J].Chinese Physics Letters,2010,27(7):295-298.
    [82] Nardelli E, Proietti G, Widmayer P. Finding the most vital node of a shortest path[J]. Theoretical Computer Science,2003,296(1):167-177.
    [83] Nardelli, E, Proietti G, Widmayer P. A faster computation of the most vital edgeof a shortest path [J]. Information Processing Letters,2001,79(2):81-85.
    [84] Albert R, Jeong H, Barabási A L. Error and attack tolerance of complex networks[J]. Nature,2000,406(6794):378-382.
    [85] Crucitti P, Latora V, Marchiori M, et al. Efficiency of scale-free networks: errorand attack tolerance [J]. Physica A: Statistical Mechanics and its applications,2003,320(15):622-642.
    [86]谭跃进,吕欣,吴俊,等.复杂网络抗毁性研究若干问题的思考[J].系统工程理论与实践,2008,28(Suppl):116-120.
    [87] Broder A, Kumar R, Maghoul F, et al. Graph structure in the Web [J]. ComputerNetworks,2000,33(1):309-320.
    [88] Jeong H, Mason S P, Barabasi A L, et al. Lethality and centrality in proteinnetworks [J]. Nature,2001,411(6833):41-42.
    [89] Dunne J A, Williams R J, Martinez N D. Network structure and biodiversity lossin food webs: Robustness increases with connectance[J]. Ecology Letters,2002,5(4):558-567.
    [90] Newman M E J, Forrest S, Balthrop J. Email networks and the spread ofcomputer viruses[J]. Physical Review E,2002,66(3):035101,1-4.
    [91] Magoni D. Tearing down the Internet [J]. IEEE Journal on Selected Areas onCommunications,2003,21(6):949-960.
    [92] Samant K, Bhattacharyya S. Topology, search, and fault tolerance in unstructuredP2P networks[C]∥Proceedings of the Hawaii International Conference onSystem Sciences.2004. Hawaii: IEEE Press.
    [93] Holme P, Kim B J, Yoon C N, et al. Attack vulnerability of complex networks [J].Physical Review E,2002,65(5).
    [94] Freeman L C. A set of measures of centrality based upon betweenness [J].Sociometry,1997,40(1):35-41.
    [95] Hsu H L, Jan R H, Lee Y C,et al. Finding the most vital edge with respect tominimum spanning tree in werghted graghs [J]. Infomation Processing Letters,1991,39:277-281.
    [96]陈勇,胡爱群,胡啸.通信网中节点重要度的评价方法[J].通信学报,2004,25(8):129-134.
    [97]李勇.物流保障网络级联失效抗毁性研究[D].长沙:国防科学技术大学博士学位论文,2009.
    [98] Carreras B A, Lynch V E, Dobson I, et al. Critical points and transitions in anelectric power transmission model for cascading failure blackouts [J]. Chaos,2002,12(4):985-994.
    [99] Kinney R, Crucitti P, Albert R, et al. Modeling cascading failures in the NorthAmerican power grid [J]. European Physical Journal B,2005,46(1):101-107.
    [100] Wu J J, Gao Z Y, Sun H.J. Effects of the cascading failures on scale-free trafficnetworks [J]. Physica A: Statistical Mechanics and Its Applications,2007,378(2):505-511.
    [101] Wu J J, Sun H J, Gao Z Y. Cascading failures on weighted urban trafficequilibrium networks [J]. Physica A: Statistical Mechanics and Its Applications,2007,386(1):407-413.
    [102] Parshani R, Buldyrev S V Havlin S. Critical effect of dependency groups on thefunction of networks [J]. Proceedings of the National Academy of Sciences of theUnited States of America,2011,108(3):1007-1010.
    [103] Buldyrev S V, Parshani R, Paul G, et al. Catastrophic cascade of failures ininterdependent networks [J]. Nature,2010,464(7291):1025-1028.
    [104]李勇,吴俊,谭跃进.容量均匀分布的物流保障网络级联失效抗毁性[J].系统工程学报,2010(06):853-860.
    [105]李勇,吕欣,谭跃进.基于级联失效的战域保障网络节点容量优化[J].复杂系统与复杂性科学,2009(01):69-76.
    [106]李勇,邓宏钟,吴俊,等.基于级联失效的复杂保障网络抗毁性仿真分析[J].计算机应用研究,2008(11):3451-3454.
    [107]李勇,谭跃进,吴俊.基于任务时间约束的物流保障网络级联失效抗毁性建模与分析[J].系统工程,2009(05):7-12.
    [108]李勇,邓宏钟,吴俊,等.不同流量的复杂保障网络抗毁性仿真分析[J].火力与指挥控制,2010(03):9-13.
    [109]张迎新,陈超,徐成涛,等.指挥控制网络级联失效模型研究[J].计算机应用研究,2011(09):3245-3248.
    [110]朱涛,常国岑,张水平,等.基于复杂网络的指挥控制级联失效模型研究[J].系统仿真学报,2010,22(8):45-49.
    [111]周秋花.复杂通信网络的信息拥塞及级联故障研究[D].广西:广西师范大学硕士论文,2010.
    [112] DobsonI, Carreras B A, Newman D E. Branching process models for theexponentially increasing portions of cascading failure blackouts[C].∥Proceedings of the Thirty-eighth Hawaii International Conference on SystemSciences. Hawaii: IEEE Computer Society,2005.
    [113] Sheth R K, Pitman J. Coagulation and branching process models of gravitationalclustering [J]. Monthly Notices of the Royal Astronomical Society,1997,289(1):66-82.
    [114] Carreras B A, Lynch V E, Dobson I, et al. Complex dynamics of blackouts inpower transmission systems [J]. Chaos,2004,14(3):643-652.
    [115] Asavathiratham C. The Influence Model: A Tractable Representation for theDynamics of Networked Markov Chains [D]. Boston: Massachusetts Institute ofTechnology,2000.
    [116] Watts D J. A simple model of global cascades on random networks [J].Proceedings of the National Academy of Sciences of the United States ofAmerica,2002,99(9):5766-5771.
    [117] Bak P, Tang C, Wiesenfeld K. Self-organized criticality: An explanation of the ifnoise [J]. Physical Review Letters,1987,59(4):381-384.
    [118] Anderson P W. How nature works: The science of self-organized criticality-Bak,P[J]. Nature,1996,383(6603):772-773.
    [119] Teran O. How nature works: The science of self-organised criticality[J]. Jasss-theJournal of Artificial Societies and Social Simulation,2001,4(4): U186-U199.
    [120] Kaneko K. Overview of coupled map lattices [J]. Chaos,1992,2(279).
    [121] Gade P M, Hu C K. Synchronous chaos in coupled map lattices with small-worldinteractions [J]. Physical Review E,2000,62(5):6409-6413.
    [122]王志平,王众托.超网络理论及其应用[M].北京:科学出版社,2008.
    [123] Barabasi A L, et al. Virtual round table on ten leading questions for networkresearch [J].European Journal B,2004,38(2):143-145.
    [124] Rinaldi S M. Modeling and simulating critical infrastructures and theirinterdependencies[R].Proceedings of the37thannual Hawaii Internationalconference on system sciences,2004.
    [125]于洋.组织知识管理中的知识超网络研究[D].大连:大连理工大学博士学位论文,2009.
    [126]邹玉堂.造船供应链超网络优化问题研究[D].大连:大连海事大学博士学位论文,2011.
    [127] Vespignani A. The fragility of interdependency [J]. Nature,2010,464:984-985.
    [128] Gao J X, Buldyrev S V, Stanle H E, et al. Networks formed from interdependentnetworks [J].Nature Physics,2012,8:40-48.
    [129] Huang X Q, Gao J X, Buldyrev S V, Havlin S, et al. Robustness ofinterdependent networks under targeted attack [J]. Physics,2010,19:1-11.
    [130] Shao J, Buldyrev S V, Havlin S, et al.Cascade of failures in coupled networksystems with multiple support-dependence relations [J]. Physics review,2011,036116(9):1-9.
    [131] Zio E, Senior Member IEEE, Sansavini G. Modeling Interdependent NetworkSystems for Identifying Cascade-Safe Operating Margins [J]. IEEE transaction onreliability,2011,60(1):94-101.
    [132]席运江,党延忠.基于加权超网络模型的知识网络鲁棒性分析及应用[J].系统工程理论与实践,2007,4:134-159.
    [133]杨婧,陈英武,沈永平.基于相互作用网络的大型工程项目组织结构风险分析[J].系统工程理论与实践,2011,31(10):1966-1973.
    [134] Borgatti S P, Foster P C. The Network Paradigm in Organizational Research: AReview and Typology [J].Journal of Management,2003,29(6):991-1013.
    [135] Bravo P. The individual leader in21st century network organizations: Anexploratory study [D]. San Francisco: California School of ProfessionalPsychology,2001.
    [136] Schweiger D M, Atamerb T, Calori R. Transnational project teams and networks:making the multinational organization more effective [J]. Journal of WorldBusiness,2003,(38):127-140.
    [137] Han S H, Chin K H, Chae M J. Evaluation of CITIS as a collaborative virtualorganization for construction project management [J]. Automation inConstruction,2007,16:199-211.
    [138] Rezgui Y, Miles J. Exploring the Potential of SME Alliances in the ConstructionSector [J]. Journal of construction engineering and management,2010,5:558-567.
    [139]王华.现代工程项目管理的组织创新研究[D].天津:天津大学博士学位论文,2005.
    [140]王德兵.建设项目虚拟组织系统研究[D].重庆:重庆大学博士学位论文,2008.
    [141]谢洪涛.面向工程项目的技术创新网络研究[D].长沙:中南大学博士学位论文,2010.
    [142]刘兴智.项目治理社会网络风险分析方法研究[D].山东:山东大学博士学位论文,2011.
    [143] Hossain L.Social Networks on Dynamic and Complex Project Coordination [J].International Journal of Project Management2009,27,433-434.
    [144] Hossain L.Effect of organisational position and network centrality on projectcoordination [J]. International Journal of Project Management27(2009)680-689.
    [145] Hossain L, Wu A. Communications network centrality correlates toorganisational coordination [J]. International Journal of Project Management2009,27,795-811.
    [146] Chinowsky P, Diekmann J, Galotti V. Social Network Model of Construction [J].Journal of Construction Engineering and Management,2008,134(10):804-812.
    [147] Chinowsky P, Diekmann J, Brien J. Project Organizations as Social Networks [J].Journal of Construction Engineering and Management,2010,126(4):452-458.
    [148] Chinowsky P, Diekmann J, Marco M D. Project Network InterdependencyAlignment: New Approach to Assessing Project Effectiveness [J].Journal ofmanagement in engineering,2011,27(3):170-177.
    [149] Law G D. Network project management visualising collective knowledge tobetter understand and model a project-portfolio [D] Australia: University ofCanberra.
    [150]宣琦.基于复杂网络理论的复杂调度问题求解方法[D]浙江:浙江大学博士学位论文,2008.
    [151]张合军,陈建国,贾广社,毛如麟.社会网络分析与建设工程绩效目标设置[J].科技进步与对策,2009,26(21):176-180.
    [152]姚小涛,席酉民.社会网络理论及其在企业研究中的应用[J].西安交通大学学报(社会科学版),2003,23(3):22-27.
    [153]丁荣贵,刘芳,孙涛,孙华.基于社会网络分析的项目治理研究-以大型建设监理项目为例[J].中国软科学,2010(6):132-140.
    [154] Robert H. Doersch, James H. Patterson. Scheduling a project to maximize itspresent value: A zero-one programming approach [J]. Management Science,1977,23(8):882-889.
    [155] Arehimede B, Coudert T. Reactive scheduling using a multi-agent model: theSCEP framework [J]. Engineering application of artificial intelligence,2001,14:667-683.
    [156]钱学森,于景元,戴汝为.一个科学新领域-开放的复杂巨系统及其方法论[J].自然杂志,1990,13(2):3-10.
    [157]苗东升.系统科学精要[M].北京:中国人民大学出版社,1998.
    [158] Ortizde Orue D A, Taylor J E, Chanmeka A, et al. Robust Project NetworkDesignProject Management Journal [J].40(2):81-93.
    [159]许小满,孙雨耕,杨山,等.超图理论及其应用[J].电子学报,1994,22(8):65-72.
    [160]朱天,社会网络节点角色以及群体演化研究[D]北京:北京邮电大学博士学位论文,2011.
    [161]刘军.整体网分析讲义-UCINET软件实用指南[M].上海:上海人民出版社
    [162]罗家德.社会网分析讲义[M].北京:社会科学文献出版社.2009.
    [163]严蔚敏,吴伟民.数据结构[M].北京:清华大学出版社,2002.
    [164] Onnela J P, Saram ki J, Hyv nen J, et al. Structure and tie strengths in mobilecommunication networks [J]. Proceedings of the National Academy of Sciencesof the United States of America,2007,104(18):7332-7336.
    [165] Yook S H, Jeong H, Barabási A L. Modeling the internet's large-scale topology[J]. Proceedings of the National Academy of Sciences of the United States ofAmerica,2002,99(21):13382-13386.
    [166] Barabási A L, Jeong H, Néda Z, et al. Evolution of the social network ofscientific collaborations [J]. Physica A: Statistical Mechanics and its Applications,2002,311(3-4):590-614.
    [167] Sabidussi G. The centrality index of a graph [J]. Psychometrika,1966,31(4):581-603.
    [168] Hage P, Harary F. Eccentricity and centrality in networks [J]. Social Networks,1995,17(1):57-63.
    [169] Watts D J, Strogatz S H. Collective dynamics of 'small-world' networks [J].Nature,1998,393(6684):440-442.
    [170] Brandes U. A faster algorithm for betweenness centrality [J]. Journal ofMathematical Sociology,2001,25(2):163-177.
    [171] Demeulemeester E, Vanhoucke M, Herroelen W. RanGen: A Random NetworkGenerator for Activity-on-the-Node Networks [J]. Journal of Scheduling,2003,6(1):17-38.
    [172] Vanhoucke M, Coelho J, Debels D,et al. An evaluation of the adequacy of projectnetwork generators with systematically sampled networks [J]. European Journalof Operational Research,2008,187(2):511-524.
    [173] Mario V. Using Activity Sensitivity and Network Topology Information toMonitor Project Time Performance [J]. Omega (S0305-0483),2010,38(5):359-370.
    [174] Wolfram S. A New Kind of Science [M]. New York: Wolfram Media,2002.
    [175] Lorenz E N. Deterministic Nonperiodic Flow [J]. Journal of the AtmosphericSciences,1963,20(2):130-148.
    [176] Rosato V, Issacharoff L, Tiriticco F, et al. Modelling interdependentinfrastructures using interacting dynamical models [J]. International Journal ofCritical Infrastructures,2008,4(1-2):63-79.
    [177]铁道部发展计划司合资处.广州至珠海城际轨道交通项目[J].中国铁路,2005,10:68-69.

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