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Improving the analysis of dependable systems by mapping fault trees into Bayesian networks
Reliability Engineering & System Safety, no. 3 (2001): 249-260
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摘要
Bayesian Networks (BN) provide a robust probabilistic method of reasoning under uncertainty. They have been successfully applied in a variety of real-world tasks but they have received little attention in the area of dependability. The present paper is aimed at exploring the capabilities of the BN formalism in the analysis of dependable s...更多
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简介
- Fault Tree Analysis (FTA) is a very popular and diffused technique for the dependability modeling and evaluation of large, safety-critical systems [1,2], like the Programmable Electronic Systems (PES).
- The construction of the Fault Tree (FT) proceeds in a top/ down fashion, from the events to their causes, until failures of basic components are reached.
- In FTA, the analysis is carried out in two steps: a qualitative step in which the logical expression of the TE is derived in terms of prime implicants; a quantitative step in which, on the basis of the probabilities assigned to the failure events of the basic components, the probability of occurrence of the TE is calculated
重点内容
- Fault Tree Analysis (FTA) is a very popular and diffused technique for the dependability modeling and evaluation of large, safety-critical systems [1,2], like the Programmable Electronic Systems (PES)
- We first show how an Fault Tree can be converted into an equivalent Bayesian Networks and we show, in Section 4, how assumptions (i)– can be relaxed in the new formalism
- During Programmable Electronic Systems lifecycle, dependability analysis are performed at different levels addressing hardware, software and the whole system
- The possibility of use of Bayesian Networks to support the evaluation of overall system dependability along the acceptance process of safety critical Programmable Electronic Systems is under exploration
- The use of Bayesian Networks seems to be promising at different levels of Programmable Electronic Systems dependability analysis, they do not provide a direct mechanism for representing temporal dependencies, that are well implemented in popular techniques for dependability analysis, such as Markov Chains and Stochastic Petri Nets
结论
- Conclusions and current research
Bayesian networks provide a robust probabilistic method of reasoning with uncertainty and are becoming widely used for dependability analysis of safety critical systems as the Programmable Electronic Systems (PES). - The authors have dealt with BN versus FT, a very popular technique for hardware dependability analysis.
- The possibility of use of BN to support the evaluation of overall system dependability along the acceptance process of safety critical PES is under exploration.
- The use of BN seems to be promising at different levels of PES dependability analysis, they do not provide a direct mechanism for representing temporal dependencies, that are well implemented in popular techniques for dependability analysis, such as Markov Chains and Stochastic Petri Nets
表格
- Table1: Component failure rate, prior and posterior probabilities
引用论文
- Henley EJ, Kumamoto H. Reliability engineering and risk assessment. Englewood Cliffs, NJ: Prentice Hall, 1981.
- Leveson NG. Safeware: system safety and computers. Reading, MA: Addison-Wesley, 1995.
- Heckermann D, Wellman M, Mamdani A, editors. Real-world applications of Bayesian networks. Communications of the ACM 1995;38(3).
- Almond G. An extended example for testing Graphical Belief. Technical Report 6: Statistical Sciences Inc., 1992.
- Portinale L, Bobbio A. Bayesian networks for dependability analysis: an application to digital control reliability. Proceedings of the 15th Conference on Uncertainty in Artificial Intelligence, UAI-99, 1999. p. 551–8.
- Bobbio A, Portinale L, Minichino M, Ciancamerla E. Comparing fault trees and Bayesian networks for dependability analysis. Proceedings of the 18th International Conference on Computer Safety, Reliability and Security, SAFECOMP99, vol. 1698, 1999. p. 310–22.
- Fenton N, Littlewood B, Neil M, Strigini L, Sutcliffe A, Wright D. Assessing dependability of safety critical systems using diverse evidence. IEEE Proc Software Engng 1998;145(1):35–9.
- Torres-Toledano JG, Sucar LE. Bayesian networks for reliability analysis of complex systems, Lecture notes in artificial intelligence, vol. 1484. Berlin: Springer, 1998 (p. 195–206).
- Malhotra M, Trivedi K. Dependability modeling using Petri nets. IEEE Trans Reliabil 1995;R-44:428–40.
- Pearl J. Probabilistic reasoning in intelligent systems. Los Altos, CA: Morgan Kaufmann, 1989.
- Neapolitan RE. Probabilistic reasoning in expert systems. New York: Wiley, 1990.
- Dugan JB, Trivedi KS. Coverage modeling for dependability analysis of fault-tolerant systems. IEEE Trans Comput 1989;38:775–87.
- Garribba S, Guagnini E, Mussio P. Multiple-valued logic trees: meaning and prime implicants. IEEE Trans Reliabil 1985;R34:463 – 72.
- Doyle SA, Dugan JB, Patterson-Hine A. A combinatorial approach to modeling imperfect coverage. IEEE Trans Reliabil 1995;44:87–94.
- Wood AP. Multistate block diagrams and fault trees. IEEE Trans Reliabil 1985;R-34:236–40.
- Knowledge Industries. DXpress 2.0, 1996.
- Microsoft Corporation. Microsoft Belief Network Tools.
- Andersen SK, Olesen KG, Jensen FV. HUGIN — a shell for building Bayesian belief universes for expert systems. Proceedings of the 11th IJCAI, Detroit, MI, 1989. p. 1080–5.
- Portinale L, Torasso P. A comparative analysis of Horn models and Bayesian networks for diagnosis, Proceedings of the 5th Italian Conference on Artificial Intelligence. Berlin: Springer, 1997.
- Cooper G. The computation complexity of probabilistic inference using Bayesian belief networks. Artific. Intell 1990;33:393–405.
- Kjaerulff U. Aspects of efficiency improvements in Bayesian networks. Technical Report. Thesis, Faculty of Technology and Science, Aalborg University, 1993.
- Poole N, Zhang L. Exploiting causal independence in Bayesian network inference. J Artific Intell Res 1996;5:301–28.
- D’Ambrosio M, Takinawa. Multiplicative factorization of noisy-max. Proceedings of the 15th Conference on Uncertainty in Artificial Intelligence UAI99, Stockholm, 1999. p. 622–30.
- Delic KA, Mazzanti F, Strigini L. Formalising engineering judgement on software dependability via Belief Networks. Technical Report, SHIP, 1995.
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