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A Fast Clique Maintenance Algorithm for Optimal Triangulation of Bayesian Networks

机译:贝叶斯网络最优三角剖分的快速集团维护算法

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The junction tree algorithm is currently the most popular algorithm for exact inference on Bayesian networks. To improve the time and space complexity of the junction tree algorithm, we must find an optimal total table size triangulations. For this purpose, Ottosen and Vomlel proposed a depth-first search (DFS) algorithm for optimal triangulation. They also introduced several techniques for improvement of the DFS algorithm, including dynamic clique maintenance and coalescing map pruning. However, their dynamic clique maintenance might compute some duplicate cliques. In this paper, we propose a new dynamic clique maintenance that only computes the cliques that contain a new edge. The new approach explores less search space and runs faster than the Ottosen and Vomlel method does. Some simulation experiments show that the new dynamic clique maintenance improved the running time of the optimal triangulation algorithm.
机译:联结树算法是当前在贝叶斯网络上进行精确推理的最流行算法。为了提高连接树算法的时间和空间复杂度,我们必须找到最佳的总表大小三角剖分。为此,Ottosen和Vomlel提出了一种深度优先搜索(DFS)算法,以实现最佳三角剖分。他们还介绍了几种改进DFS算法的技术,包括动态集团维护和合并地图修剪。但是,他们的动态集团维护可能会计算出一些重复的集团。在本文中,我们提出了一种新的动态集团维护,该维护仅计算包含新边的集团。与Ottosen和Vomlel方法相比,新方法探索的搜索空间更少并且运行速度更快。一些仿真实验表明,新的动态团簇维护改进了最佳三角剖分算法的运行时间。

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