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    Abstract:

    In this paper, the compatibility of the different-structured decomposition-patterns for probabilistic logic is discussed. If the single marginal probability consistence remain between each pair of the different-structured decomposition-patterns, the combination of them will form a multi-pattern decomposition structure. In addition, the inference system based on the given decomposition method keeps its validity and completeness to the original Nilsson's system.

    Reference
    1  Nils J Nilsson. Probabilistic logic. Artificial Intelligence, 1986,28(1):71~87 2  Genesareth M, Nilsson N. Logic foundations for AI. Los Alamitors, CA: Morgan Kaufmann Publishers, Inc., 1987 3  张晨东,陈火旺,刘凤岐.概率逻辑公式集分解的合并聚类算法.软件学报,1997,8(6):441~447 (Zhang Chen-dong, Chen Huo-wang, Liu Feng-qi. A clustering-algorithm for decomposition of probabilistic logic formula set. Journal of Software, 1997,8(6):441~447) 4  张晨东,陈火旺,王兵山等.概率逻辑推理的弱相关分解方法.计算机学报,1997,20(10):894~898 (Zhang Chen-dong, Chen Huo-wang, Wang Bing-shan et al. A weak-dependent-decomposition approach for probabilistic logic. Chinese Journal of Computers, 1997,20(10):894~898) 5  张晨东,陈火旺,王兵山等.概率逻辑类超树结构分解计算模型的完备性.软件学报,1998,9(4):273~275 (Zhang Chen-dong, Chen Huo-wang, Wang Bing-shan et al. The completeness of the super-tree-like decomposition model for probabilistic logic. Journal of Software, 1998,9(4):273~275) 6  张晨东.概率性逻辑的分解方法研究[博士学位论文].长沙:长沙工学院,1997 (Zhang Chen-dong. Research on decomposition method for probabilistic logic [Ph.D. Thesis]. Changsha: Changsha Institute of Technology, 1997)
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张晨东,徐 光,陈火旺,王兵山.概率性逻辑异构分解模式的相容性.软件学报,1999,10(7):709-712

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History
  • Received:August 01,1997
  • Revised:July 07,1998
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