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An Importance Sampling Approach to Integrate Expert Knowledge When Learning Bayesian Networks From Data

机译:一种重要的抽样方法,可以在学习贝叶斯网络从数据时整合专家知识

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The introduction of expert knowledge when learning Bayesian Networks from data is known to be an excellent approach to boost the performance of automatic learning methods, specially when the data is scarce. Previous approaches for this problem based on Bayesian statistics introduce the expert knowledge modifying the prior probability distributions. In this study, we propose a new methodology based on Monte Carlo simulation which starts with non-informative priors and requires knowledge from the expert a posteriori, when the simulation ends. We also explore a new Importance Sampling method for Monte Carlo simulation and the definition of new non-informative priors for the structure of the network. All these approaches are experimentally validated with five standard Bayesian networks.
机译:在从数据学习贝叶斯网络时,专家知识的引入是一个很好的方法,可以提高自动学习方法的性能,特别是当数据稀缺时。基于贝叶斯统计数据的此问题的先前方法介绍了修改现有概率分布的专家知识。在本研究中,我们提出了一种基于蒙特卡罗模拟的新方法,该方法从非信息前沿开始,并且在模拟结束时,从专家中需要知识。我们还探讨了Monte Carlo仿真的新重点采样方法和网络结构结构的新非信息前沿的定义。所有这些方法都是用五个标准贝叶斯网络进行实验验证的。

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