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GNW条件事件代数的原理和应用 被引量：1

GNW Conditional Event Algebra and Its Application
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摘要 介绍了Goodman等提出的GNW条件事件代数的原理和性质。该代数系统在三值逻辑基础之上,在确保规则概率与条件概率相容的前提下,把布尔代数上的逻辑运算推广到条件事件(规则)集合中。 In this paper, a relatively new logic system named GNW conditional event algebra (CEA) which rigorously extends standard probability theory to include events which are contingent such as rules and conditionals is described.
作者 邓勇 施文康
机构地区 上海交通大学电子信息学院
出处 《计算机工程》 CAS CSCD 北大核心 2002年第1期23-25,共3页 Computer Engineering
关键词 GNW条件事件代数 概率论 规则 专家系统 原理 GNW conditional event algebra Probability theory Rule
分类号 TP182 [自动化与计算机技术—控制理论与控制工程]
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参考文献7

  • 1Goodman I R. Toward a Comprehensive Theory of Linguistic and Probabilistic Evidence: Two New Approaches to Conditional Event Algebra. IEEE Transaction.on System,Man, and Cybernetics , 1994, 24(12): 1685～1698
  • 2Lewis D. Probabilities of Conditionals and Conditional Probabilities. Philos. Review, 1976, 85:297～315
  • 3Goodman I R , Mahler R P S , Nguyen H T. What Is Conditional Event Algebra and Why Should You Care?SPIE Proceeding , 1999, 3720: 2～13
  • 4Goodman I R, Mahler R P S, Nguyen H T . Mathematics of Data Fusion. Kluwer Academic Publishers, 1997
  • 5Goodman I R , Nguyen H T, Walker E A. Conditional Inference and Logic for Intelligent Systems: A Theory of Measure-free Conditioning. Amsterdam,North-Holland, 1991
  • 6Mahler R P S. Representing Rules as Random Sets (Ⅰ):Statistical Correlations Between Rules. Information Science,1996,88:47～68
  • 7.Mahler R P S. Representing Rules as Random Sets (Ⅱ):Iterated Rules. International Journal of Intelligent Systems,1996,11:583～610

同被引文献11

  • 1D. Dubios,H. Prade.Upadting with belief func- tion, ordinal conditional functions and possibility measures[].Proceedings of the Sixth Annual Confer- ence on Uncertainty in Artificial Intelligence.1990
  • 2H. Ichihashi,H. Tanaka.Jeffrey-like rules of conditioning for the Dempster-Shafer theory of evi- dence[].Approximate Reasoning.1989
  • 3Yongchuan Tang,Jiacheng Zhang.Genneralized Jeffrey’s rule of conditioning and evidence combining rule for a priori probabilistic knowledge in condi- tional evidence theory[].Journal of Information Science.2006
  • 4K. Premaratne,D. A. Dewasurendra.Evidence updating in a heterogeneous sensor environment[].IEEE Circuits and Systems Magazine.2003
  • 5Glenn Shafer,Roger Logan.Implementing Dempster’s rule for hierarchical evidence[].Artificial Intelligence.1987
  • 6Mahler R P S.Combining ambiguous evidence with respect to ambiguous a priori knowledge, I: boolean logic[].IEEE Transactions on Systems Man and Cybernetics.1996
  • 7Goodman I R,Nguyen H T,Walker E A.Conditional inference and logic for intelligent systems: a theory of measure free conditioning[]..1991
  • 8E. C. Kulasekere,K. Premaratne,D. A. Dewa-surendra,M.-L. Shyu,P. H. Bauer.Conditioning and updating evidence[].International Journal of Approximate Reasoning.2004
  • 9Shafer,G.Jeffrey’s Rule of Conditioning[].Philosophy of Science.1981
  • 10Smets,P.The transferable belief model and random sets[].International Journal of Intelligent Systems.1992

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计算机工程
2002年 第1期

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