基于贝叶斯网络的数据流概率与关系数据库集成

R. Sato, H. Kawashima, H. Kitagawa
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引用次数: 1

摘要

随着传感器设备的发展,不仅不确定传感器数据流的数量急剧增加,而且这些数据流的处理方式也多种多样。我们认为其中一个重要的方法是对上下文进行推理,并将动态推理结果与数据库中的静态数据进行集成。本文提出利用贝叶斯网络集成概率数据流和关系数据库,这是物理世界中推理不确定环境最有用的技术之一。本文有三个具体贡献。对于第一个贡献,我们将贝叶斯网络建模为对象关系数据库中的抽象数据类型。将贝叶斯网络以对象的形式存储,并定义新的运算符将贝叶斯网络与关系数据库相结合。由于贝叶斯网络具有图形化的模型,它不能直接拟合由关系构成的关系数据库。我们的新运算符允许以关系的形式从贝叶斯网络中提取一部分数据。对于第二个贡献,为了允许对贝叶斯网络生成的数据流进行连续查询,我们提出的方法在贝叶斯网络中引入了一个新概念,生命周期。虽然贝叶斯网络是一种著名的推理方法,但在数据流系统中尚未得到应用。生命周期允许贝叶斯网络为连续查询的每次求值检测多个事件。对于第三个贡献,我们提出了概率值传播的有效方法。该方法省略了连续查询的不必要更新传播。实验结果清楚地表明,我们提出的算法优于通常的算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Integration of Data Streams with Probabilities and Relational Database using Bayesian Networks
As sensor devices develop, not only the amount of uncertain sensor data streams is dramatically increasing, but also the streams are processed in a variety of ways. We believe one of important ways is to reason contexts from them, and the integration of dynamic reasoning result and static data in databases. This paper proposes the integration of probabilistic data streams and relational database by using Bayesian networks which is one of the most useful techniques for reasoning uncertain contexts in the physical world. And this paper has three concrete contributions. For the first contribution, we model the Bayesian networks as an abstract data type in the object relational database. Bayesian networks are stored as objects, and we define new operator to integrate Bayesian networks and relational database. Since Bayesian networks has the graphical model, it does not directly fit relational database that is constituted of relations. Our new operators allows to extract a part of data from Bayesian networks in the form of relations. For the second contribution, to allow continuous queries over data streams generated from the Bayesian networks, our proposed method introduces a new concept, lifetime, into the Bayesian networks. Although the Bayesian networks is a famous reasoning method, it is not yet treated in data stream systems. The lifespan allows a Bayesian networks to detect multiple events for each evaluation of a continuous query. For the third contribution, we proposed efficient methods for probability values propagations. The methods omits unnecessary update propagations for continuous queries. The result of experiments clearly showed that our proposed algorithm outperforms usual algorithms.
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