摘要(英) |
(Critical Infrastructure, CI) is an important national asset, most are dependent of each other, there is some dependence between the elements, which when damaged, may cause damage to other components or lead to a chain reaction. This relationship is called a critical infrastructure dependencies (Critical Infrastructure Interdependency, CII), has been proved to many facilities damaged source of the problem; Following the 911 terrorist attacks, national security has become an important issue, many countries have committed to critical infrastructure the research facilities, such as: Dr.Hamies et al., offered to put the winner of the 1973 Nobel Prize in economic output Dr.Wassily Leontief′s model-based model, called the input and output facilities stall model (input-output Inoperability model) Acronym (IIM), used to express the analog CII.
This study attempts to find IIM time in a region of critical infrastructure was attacked most affected facilities, worth protecting facilities from the point of view of the overall system, and the greatest impact when damaged facilities; range studied within the MRT station and infrastructure outside the station, collect analysis of critical infrastructure dependencies, to identify the most influential in the system several facilities, recycling IIM methods to make the analysis, for pre-disaster and the process can be provide effective protection strategies and contingency measures. |
參考文獻 |
參考文獻
Danyang Xie, Mathematical induction applied on Leontief systems, Economics Letters 39, 405-408, 1992.
L. Jódar , P. Merello,Solving an analytic dynamic Leontief model with time dependent capital matrix,Mathematical and Computer Modelling 51,
400-404, Valencia Spain, 2010.
C.S. Tan, P.S. Tan, S.S.G. Lee and M.T. Pham,An Inoperability Input-Output Model (IIM) for Disruption Propagation Analysis,Singapore City Singapore, 2013
YACOV Y. HAIMES, On the Universality and Contributions of Multiple Criteria Decision, Making: A Systems-Based Approach,journal of multi-criteria decision analysis, 18, 91-99, USA, 2011.
Yacov Y. Haimes and Pu Jiang,LEONTIEF-BASED MODEL OF RISK IN COMPLEX INTERCONNECTED INFRASTRUCTURES,Journal of Infrastructure Systems, Vol. 7, No. 1,USA, 2001.
Meiyun Liu,Wenping Xu,Wuhan University of Technology,The Approach for Critical Infrastructure Sectors Classification Using the Inoperability Input-output Model (IIM),International Conference on Information Management, Innovation Management and Industrial Engineering, China, 2013.
Shuliang Wang, Liu Honga, Xueguang Chen, Vulnerability analysis of interdependent infrastructure systems: A methodological framework, Physica A 391 3323–3335,China, 2012
M. KATO, G. MATSUMOTO, and T. SAKAI, A NOTE ON THE HAWKINS~SIMON CONDITIONS, Hokkaido, Japan., 2007
TAKAO FUJIMOTO AND RAVINDRA R. RANADE, TWO CHARACTERIZATIONS OF INVERSE-POSITIVE MATRICES:THE HAWKINS-SIMON CONDITION AND THELE CHATELIER-BRAUN PRINCIPLE, Japan, 2007
Bidard, Christian, The weak Hawkins-Simon Condition,Paris, France, 2007.
E. E. Koks, L. Carrera, O. Jonkeren, J. C. J. H. Aerts, T. G. Husby,M. Thissen, G. Standardi, and J. Mysiak, Regional disaster impact analysis:comparing Input-Output and Computable
General Equilibrium models, Netherlands, 2015
HamiesY.Y(1991) “Total Risk Management” .Risk Analysis, Vol.11,No.2.
Leontief,W.W.(1951a).“Input-output economics”.pp.15-21
Pradhan,A.,Laefer,D.,and Rasdorf,W.(2007). “Infrastructure Management Information System Framework Requirement for Disasters”.Journal of Computing in Civil Engineering,
ASCE,pp.21(2),90-101.
Rinaili,S.,Peerenboom,J.,and Kelly,T.(2001).“Identifying, understanding, and analyzing
Critical infrastructure interdependencies.” IEEE Control Systems Magazine, 21,pp.11-25.
Santos,J.R. (2008a). “Inoperablility input-output model(IIM) with multiple probabilistic
sector input. ”.Journal of Industrial Management and Optimization,pp.4(3):
489-510.
Chou, C.C., Caldas, C.H.,and O’Connor, J.T.(2007)“Decision Support System for
Combined Transportation and Utility Construction Strategy,”Transportation
Research Record:Journal of the Transportation Research Board, 1994, 9-16.
王總守、劉承厚、沈淑華. (2006) 台北捷運報導第217期 http://www2.dorts.gov.tw/news/newsletter/ns217/rp217_01.htm
MBA 智庫百科,2009
http://wiki.mbalib.com/zh-tw/CGE模型
王塗發.(1986) “投入產出分析及其應用-台灣地區實證研究”.
行政院經濟建設委員會.(1978)投入產出表及分析,行政院經濟建設委員會宗和計畫處
謝春祺.(2012)“ 關鍵基礎設施興依性分析:以竹科某晶圓廠為例.” 碩士論文,國立中央大學土木工程學系, 桃園, 台灣. |