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Machine Learning Based Approaches for Imputation in Time Series Data and their Impact on Forecasting

机译:基于机器学习的时间序列数据归责的方法及其对预测的影响

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It is common for a time series dataset to have missing values, and it is necessary to fill these missing elements before fitting any model for forecasting or prediction. Time series imputation remains a challenging task due to the existence of non-linear dependencies between current and past values. Conventional methods, such as deletion of rows containing missing values or filling them with the last observed value, add bias to the data and are therefore inefficient. There are situations where data is missing at consecutive points or random points in the dataset, and one particular method may not work well for all cases. In this paper, nine commonly used models in the field of imputation, based on tools of statistics, machine learning, and deep learning, are compared. Results show that Linear Memory Vector Gated Recurrent Unit (LIME-GRU) outperforms the other tested models by having the least Mean Square Error (MSE) and Root Mean Squared Error (RMSE). A predictive model to gauge the impact of imputation on prediction is also used to validate the findings. The results of the prediction model illustrate that with LIME-GRU, there was a 39% improvement in Average Aggregated Measure (AAGM) when compared with mode imputation on a particular test case.
机译:时间序列数据集是缺失值的常见,并且有必要在拟合任何用于预测或预测的模型之前填充这些缺失的元素。由于当前和过去值之间的非线性依赖性存在,时间序列估算仍然是一个具有挑战性的任务。常规方法,例如缺失包含缺失值或用最后观察到的值填充它们的行,将偏置添加到数据,因此效率低下。存在在DataSet中的连续点或随机点缺少数据的情况,并且对于所有情况,一个特定方法可能无法正常工作。在本文中,九个常用模型在估计的估算领域,比较了统计,机器学习和深度学习。结果表明,线性存储器向量门控复发单元(Lime-Gru)通过具有最小均方误差(MSE)和根均方误差(RMSE)来优于其他测试模型。可以使用预测模型来衡量归咎地对预测的影响来验证发现。预测模型的结果表明,与Lime-GRU相比,在特定测试用例上的模式载体相比,平均聚集测量(AAGM)的提高39%。

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