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A Fuzzy-Dynamic Bayesian Network Approach for Inference Filtering

机译:模糊动态贝叶斯网络推理过滤方法

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Bayesian Networks (BN) are used for representing and inferring over variables with aleatory uncertainty. Dynamic Bayesian Networks (DBN) extend this concept by introducing temporal dependencies that catch dynamic behaviors from the domain variables. Effective and efficient modeling through BN demands data discretization on categories. However, these categories may have vagueness uncertainty, once are used labels not defined by exact numerical thresholds. Fuzzy Theory provides a framework for modeling vagueness uncertainty. Although hybrid theories to integrate Fuzzy Theory and BN inference process have been proposed, there are still limitations on using fuzzy evidence on DBN. The related works restrict the evidence modeling to the overlapping of only two fuzzy membership functions. Thereby, this work proposes a method for Dynamic Fuzzy-Bayesian inference over non-dichotomic variables. To evaluate the proposal, the model is applied as a classifier on the Detection Occupancy Dataset and compared with other approaches. In the experiments, the model obtained Accuracy 97% and Recall 92%.
机译:贝叶斯网络(BN)用于表示和推断具有不确定性的变量。动态贝叶斯网络(DBN)通过引入从域变量捕获动态行为的时间依赖性来扩展此概念。通过BN进行有效而高效的建模需要对类别进行数据离散化。但是,一旦使用了未由精确的数字阈值定义的标签,这些类别可能会有模糊的不确定性。模糊理论为模糊性不确定性建模提供了框架。尽管已经提出了将模糊理论和BN推理过程相结合的混合理论,但是在DBN上使用模糊证据仍然存在局限性。相关工作将证据建模限制为仅两个模糊隶属函数的重叠。因此,这项工作提出了一种对非二分变量进行动态模糊贝叶斯推理的方法。为了评估提案,该模型被用作检测占用数据集上的分类器,并与其他方法进行了比较。在实验中,模型获得了97%的准确度和92%的查全率。

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