基于重叠群体智能的贝叶斯溯因推理

Nathan Fortier, John W. Sheppard, K. Pillai
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引用次数: 14

摘要

在贝叶斯网络中,溯因推理是寻找网络中所有非证据变量最可能的联合分配的问题。这样的分配被称为最可能解释(MPE)。提出了一种新的基于群的贝叶斯网络k-MPE算法。我们的方法是一种重叠群智能算法,其中粒子群分配给网络中的每个节点。每个群体为其节点的马尔可夫毯搜索值分配。具有重叠值赋值的群会竞争决定最终解决方案中使用哪个赋值。在本文中,我们将我们的算法与其他几种局部搜索算法进行了比较,并表明我们的方法在寻找k-MPE的能力方面优于竞争方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bayesian abductive inference using overlapping swarm intelligence
Abductive inference in Bayesian networks, is the problem of finding the most likely joint assignment to all non-evidence variables in the network. Such an assignment is called the most probable explanation (MPE). A novel swarm-based algorithm is proposed that finds the k-MPE of a Bayesian network. Our approach is an overlapping swarm intelligence algorithm in which a particle swarm is assigned to each node in the network. Each swarm searches for value assignments for its node's Markov blanket. Swarms that have overlapping value assignments compete to determine which assignment will be used in the final solution. In this paper we compare our algorithm to several other local search algorithms and show that our approach outperforms the competing methods in its ability to find the k-MPE.
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