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Deep Bayesian Nonparametric Tracking

机译:深贝叶斯非参数跟踪

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Time-series data often exhibit irregular behavior, making them hard to analyze and explain with a simple dynamic model. For example, information in social networks may show change-point-like bursts that then diffuse with smooth dynamics. Powerful models such as deep neural networks learn smooth functions from data, but are not as well-suited (in off-the-shelf form) for discovering and explaining sparse, discrete and bursty dynamic patterns. Bayesian models can do this well by encoding the appropriate probabilistic assumptions in the model prior. We propose an integration of Bayesian nonparametric methods within deep neural networks for modeling irregular patterns in time-series data. We use a Bayesian nonparametrics to model change-point behavior in time, and a deep neural network to model nonlinear latent space dynamics. We compare with a non-deep linear version of the model also proposed here. Empirical evaluations demonstrates improved performance and interpretable results when tracking stock prices and Twitter trends.
机译:时间序列数据通常表现出不规则的行为,使它们难以分析和解释一个简单的动态模型。例如,社交网络中的信息可以显示更改点状突发,然后以平滑的动态漫射。强大的模型如深神经网络学习来自数据的平滑功能,但不太适合(以现成的形式),用于发现和解释稀疏,离散和突发的动态模式。贝叶斯模型可以通过在先前编码模型中的适当概率假设来实现这一良好。我们建议在深神经网络中融合贝叶斯非参数方法,以在时间序列数据中建模不规则模式。我们使用贝叶斯非参数来模拟变化点行为,以及一个深度神经网络,以模拟非线性潜空间动态。我们与此处提出的模型的非深度线性版本相比。在跟踪股票价格和推特趋势时,经验评估表明,在跟踪股价和推特趋势时,绩效和可意识到的结果。

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