2023
DOI: 10.3390/biomimetics8030312
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Deep Learning Combinatorial Models for Intelligent Supply Chain Demand Forecasting

Abstract: Low-carbon and environmentally friendly living boosted the market demand for new energy vehicles and promoted the development of the new energy vehicle industry. Accurate demand forecasting can provide an important decision-making basis for new energy vehicle enterprises, which is beneficial to the development of new energy vehicles. From the perspective of an intelligent supply chain, this study explored the demand forecasting of new energy vehicles, and proposed an innovative SARIMA-LSTM-BP combination model… Show more

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Cited by 5 publications
(5 citation statements)
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“…SARIMA and ANN models have been successfully used to fit and predict time series data in a variety of fields [ 18 22 ]. The SARIMA model can fit seasonal fluctuations well, but the fitting accuracy is poor for nonlinear components of TS data [ 23 ], while the LSTM model can compensate for this deficiency well, but another problem is that the mandatory fitting of seasonal fluctuations using a single LSTM model over a longer period increases the risk of overfitting, so a hybrid SARIMA-LSTM model was used to solve the accuracy problem of nonlinear fitting and simulate seasonal fluctuations at the same time [ 24 ]. In the construction of the LSTM model, we initially utilized 10 hidden units and performed iterations from 50 to 500.…”
Section: Discussionmentioning
confidence: 99%
“…SARIMA and ANN models have been successfully used to fit and predict time series data in a variety of fields [ 18 22 ]. The SARIMA model can fit seasonal fluctuations well, but the fitting accuracy is poor for nonlinear components of TS data [ 23 ], while the LSTM model can compensate for this deficiency well, but another problem is that the mandatory fitting of seasonal fluctuations using a single LSTM model over a longer period increases the risk of overfitting, so a hybrid SARIMA-LSTM model was used to solve the accuracy problem of nonlinear fitting and simulate seasonal fluctuations at the same time [ 24 ]. In the construction of the LSTM model, we initially utilized 10 hidden units and performed iterations from 50 to 500.…”
Section: Discussionmentioning
confidence: 99%
“…However, these results must be taken very carefully since many proposed models are compared with models very similar to them, with only slight improvements, while other models are compared with diametrically different models with very different logics and methodologies, which make it more likely large performance differences. Finally, in the documents where the proposed machine learning models have been compared with classical statistical methods, the former have been clearly superior [16], [17], [21], [29], [23], [30], [44], [25], [24], [27], [43], [36], [41], [42]…”
Section: Q4: What Is the Performance Of The New Proposed Models In Re...mentioning
confidence: 96%
“…Complex and nonlinear data Fourteen of the 33 documents analyzed indicate that the main problem that the proposed "machine learning" models are intended to solve is the complexity and non-linearity of the patterns generated by the variables that affect the forecast. [12], [18], [20], [21], [22], [28], [23], [25], [26], [31], [43], [40], [41], [42].…”
Section: Keyword Inputmentioning
confidence: 99%
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“…The LSTM paradigm not only forecasts the directional momentum of future data points but also demonstrates a reduced goodness-of-fit metric on the test set relative to the ARIMA. Nonetheless, the LSTM's fit on the training dataset is somewhat inferior compared to the ARIMA model, potentially attributable to the LSTM's less robust encapsulation of the seasonal fluctuations inherent in the time series (41).…”
Section: Comparison Of the Simulation And Prediction Effects Of The A...mentioning
confidence: 99%