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Fast Message Passing Algorithm Using ZDD-Based Local Structure Compilation

机译:基于ZDD的局部结构编译的快速消息传递算法

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Compiling Bayesian Networks (BNs) into secondary structures to implement efficient exact inference is a hot topic in probabilistic modeling. One class of algorithms to compile BNs is to transform the BNs into junction tree structures utilizing the conditional dependency in the network. Performing message passing on the junction tree structure, we can calculate marginal probabilities for any variables in the network efficiently. However, the message passing algorithm does not consider the local structure in the network. Since the ability to exploit local structure to avoid redundant calculations has a significant impact on exact inference, in this article, we propose a fast message passing algorithm by exploiting local structure using Zero-suppressed Binary Decision Diagrams (ZDDs). We convert all the components used in message passing algorithm into Multi-linear Functions (MLFs), and then compile them into compact representation using ZDDs. We show that message passing on ZDDs can work more efficient than the conventional message passing algorithm on junction tree structures on some benchmark networks although it may be too memory consuming for some larger instances.
机译:将贝叶斯网络(BN)编译为二级结构以实现有效的精确推断是概率建模中的热门话题。编译BN的一类算法是利用网络中的条件依赖性将BN转换为结点树结构。在连接树结构上执行消息传递,我们可以有效地计算网络中任何变量的边际概率。但是,消息传递算法不考虑网络中的本地结构。由于利用局部结构避免冗余计算的能力会对精确推断产生重大影响,因此在本文中,我们提出了一种使用零抑制二进制决策图(ZDD)来利用局部结构的快速消息传递算法。我们将消息传递算法中使用的所有组件转换为多线性函数(MLF),然后使用ZDD将它们编译成紧凑的表示形式。我们显示,在某些基准网络上,在ZDD上传递消息比在结点树结构上的常规消息传递算法可以更有效地工作,尽管对于某些较大的实例而言,它可能会占用太多内存。

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