均值-中值平滑反向传播神经网络预测电子期刊访客时间序列

Aji Prasetya Wibawa
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引用次数: 0

摘要

会话数或唯一访客数是指在一定时间内,同一IP第一次访问日志门户的访客数。电子期刊页面的日均访问量之大,表明这种科学期刊的需求量很大。因此,独立访客数量是电子期刊发展的重要标志,也是期刊认证制度加快实施的一项衡量传播的指标。有许多方法可以用于预测,其中一种是反向传播神经网络(BPNN)。数据质量对于建立一个好的bp神经网络模型是非常重要的,因为bp神经网络建模的成功很大程度上依赖于输入数据。提高数据质量的一种方法是平滑数据。在本研究中,电子期刊唯一访问者时间序列数据的预测方法采用了三种模型,分别是BPNN、BPNN带均值平滑和BPNN带中值平滑。在此基础上,基于1-2-1结构的BPNN模型得到了误差最小的预测结果,其平均平滑度为MSE 0.00129, RMSE 0.03518,学习率为0.4,可用于预测电子期刊的唯一访问者。
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Mean-Median Smoothing Backpropagation Neural Network to Forecast Unique Visitors Time Series of Electronic Journal
Sessions or unique visitors is the number of visitors from one IP who accessed a journal portal for the first time in a certain period of time. The large number of unique daily average subscriber visits to electronic journal pages indicates that this scientific periodical is in high demand. Hence, the number of unique visitors is an important indicator of the accomplishment of an electronic journal as a measure of the dissemination in accelerating the journal accreditation system. Numerous methods can be used for forecasting, one of which is the backpropagation neural network (BPNN). Data quality is very important in building a good BPNN model, because the success of modeling at BPNN is very dependent on input data. One way that can be carried out to improve data quality is by smoothing the data. In this study, the forecasting method for predicting time series data for unique visitors to electronic journals employed three models, respectively BPNN, BPNN with mean smoothing, and BPNN with median smoothing. Based on the findings, the results of the smallest error were obtained by the BPNN model with a mean smoothing with MSE 0.00129 and RMSE 0.03518 with a learning rate of 0.4 on 1-2-1 architecture which can be used as a forecast for unique visitors of electronic journals.
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来源期刊
CiteScore
3.30
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0.00%
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