基于Hawkes过程的在线活动相关性建模方法

Sha Li, Xiaofeng Gao, Weiming Bao, Guihai Chen
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引用次数: 18

摘要

理解和预测在线平台上的用户行为已被证明具有重要价值,应用范围从定向广告、政治竞选、异常检测到用户自我监控。随着在线平台的功能和灵活性不断增长,用户现在可以在线完成各种任务。这一进步使得许多先前专注于单一类型活动建模的工作过时了。在这项工作中,我们通过建模不同类型活动的时间序列之间的相互作用来解决这个新问题,并应用我们的模型来预测未来的用户行为。我们的模型,FM-Hawkes,代表基于傅里叶的核多维Hawkes过程。具体来说,我们将多个活动时间序列建模为一个多维霍克斯过程。然后,影响因子捕获不同类型活动之间的相关性。对于时间触发核,我们观察到强度函数由许多具有时移的核函数组成。因此,我们采用基于非参数估计的傅里叶变换。我们的模型不受任何特定平台的约束,并且明确地解释了行为之间的因果关系。通过将我们的模型应用于实际数据集,我们证实了不同活动之间的相互激励效应在用户中普遍存在。预测结果表明我们的模型优于不考虑动作类型和柔性核的模型
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FM-Hawkes: A Hawkes Process Based Approach for Modeling Online Activity Correlations
Understanding and predicting user behavior on online platforms has proved to be of significant value, with applications spanning from targeted advertising, political campaigning, anomaly detection to user self-monitoring. With the growing functionality and flexibility of online platforms, users can now accomplish a variety of tasks online. This advancement has rendered many previous works that focus on modeling a single type of activity obsolete. In this work, we target this new problem by modeling the interplay between the time series of different types of activities and apply our model to predict future user behavior. Our model, FM-Hawkes, stands for Fourier-based kernel multi-dimensional Hawkes process. Specifically, we model the multiple activity time series as a multi-dimensional Hawkes process. The correlations between different types of activities are then captured by the influence factor. As for the temporal triggering kernel, we observe that the intensity function consists of numerous kernel functions with time shift. Thus, we employ a Fourier transformation based non-parametric estimation. Our model is not bound to any particular platform and explicitly interprets the causal relationship between actions. By applying our model to real-life datasets, we confirm that the mutual excitation effect between different activities prevails among users. Prediction results show our superiority over models that do not consider action types and flexible kernels
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