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Collaborative filtering with mixtures of bayesian networks

机译:贝叶斯网络混合的协同过滤

摘要

One aspect of the invention is the construction of mixtures of Bayesian networks. Another aspect of the invention is the use of such mixtures of Bayesian networks to perform inferencing. A mixture of Bayesian networks (MBN) consists of plural hypothesis-specific Bayesian networks (HSBNs) having possibly hidden and observed variables. A common external hidden variable is associated with the MBN, but is not included in any of the HSBNs. The number of HSBNs in the MBN corresponds to the number of states of the common external hidden variable, and each HSBN is based upon the hypothesis that the common external hidden variable is in a corresponding one of those states. In one mode of the invention, the MBN having the highest MBN score is selected for use in performing inferencing. In another mode of the invention, some or all of the MBNs are retained as a collection of MBNs which perform inferencing in parallel, their outputs being weighted in accordance with the corresponding MBN scores and the MBN collection output being the weighted sum of all the MBN outputs. In one application of the invention, collaborative filtering may be performed by defining the observed variables to be choices made among a sample of users and the hidden variables to be the preferences of those users.
机译:本发明的一方面是贝叶斯网络的混合物的构造。本发明的另一方面是使用贝叶斯网络的这种混合来进行推断。贝叶斯网络(MBN)的混合由多个特定假设的贝叶斯网络(HSBN)组成,这些贝叶斯网络可能具有隐藏变量和观察到的变量。通用的外部隐藏变量与MBN相关联,但未包含在任何HSBN中。 MBN中HSBN的数量与公共外部隐藏变量的状态数量相对应,每个HSBN均基于以下假设:公共外部隐藏变量处于这些状态的相应状态中。在本发明的一种模式中,具有最高MBN分数的MBN被选择用于执行推理。在本发明的另一模式中,一些或所有MBN被保留为并行执行推理的MBN的集合,其输出根据对应的MBN分数加权,并且MBN集合输出是所有MBN的加权和。输出。在本发明的一个应用中,可以通过将观察到的变量定义为在用户样本中做出的选择以及将隐藏变量定义为那些用户的偏好来执行协作过滤。

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