LSTM-based Multivariate Time-Series Analysis: A Case of Journal Visitors Forecasting

Anggie Wahyu Saputra, A. Wibawa, U. Pujianto, Agung Bella Putra Utama, A. Nafalski
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引用次数: 3

Abstract

Forecasting is the process of predicting something in the future based on previous patterns. Forecasting will never be 100% accurate because the future has a problem of uncertainty. However, using the right method can make forecasting have a low error rate value to provide a good forecast for the future. This study aims to determine the effect of increasing the number of hidden layers and neurons on the performance of the long short-term memory (LSTM) forecasting method. LSTM performance measurement is done by root mean square error (RMSE) in various architectural scenarios. The LSTM algorithm is considered capable of handling long-term dependencies on its input and can predict data for a relatively long time. Based on research conducted from all models, the best results were obtained with an RMSE value of 0.699 obtained in model 1 with the number of hidden layers 2 and 64 neurons. Adding the number of hidden layers can significantly affect the RMSE results using neurons 16 and 32 in Model 1.
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基于lstm的多元时间序列分析:以期刊访客预测为例
预测是根据以前的模式预测未来的过程。预测永远不会100%准确,因为未来存在不确定性问题。然而,使用正确的方法可以使预测具有较低的错误率值,从而为未来提供良好的预测。本研究旨在确定增加隐藏层和神经元数量对长短期记忆(LSTM)预测方法性能的影响。LSTM性能测量是通过各种体系结构场景中的均方根误差(RMSE)来完成的。LSTM算法被认为能够处理对其输入的长期依赖性,并且可以在相对较长的时间内预测数据。基于对所有模型进行的研究,在隐藏层数量为2和64个神经元的模型1中获得了最佳结果,RMSE值为0.699。添加隐藏层的数量可以显著影响使用模型1中的神经元16和32的RMSE结果。
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