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Ref. | Method | Application | Results obtained | Metrics used | Data unit |
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[88] | BRKGA-NN | Computer science | Generated more accurate predictions. A lot of parameters. Bad running times. | MAE = 6.47 RMSE = 6.51 MAPE = 0.01 | Various public datasets |
[31] | Bi-LSTM, LSTM | Forecasting the turbofan engine’s remaining service life | The model performs better at predicting RUL | RMSE, MSE, MAE, MAPE | Sensor data |
[89] | DIDR-LSTM | RUL prediction | DIDR-LSTM allows more precise cross-domain RUL prediction | RMSE | Sensor data |
[90] | Deep-TCNN | Electricity, traffic, and spare parts of cars demand | The framework outperformed existing state-of-the-art approaches. | NRMSE, SMAPE, MASE | Hourly and monthly |
[91] | TCNN | Speech enhancement | Significantly outperforms existing real-time systems in the frequency domain. | STOI and PESQ scores | Hourly |
[92] | TCNN | Computer science | It was suggested that a technique for deciding on scalability be developed. | MSE | - |
[93] | Hybrid ES-LSTM | M4 competition | The ES retains key elements like seasonality. The prediction of forex price LSTM networks allows for nonlinear trends and cross-learning from various related series. | MAPE = 0.45–0.49 | Monthly and hourly |
[94] | STCNN | Speech enhancement | STCNN architecture outperformed comparable neural network models | - | Hourly |
[95] | ARIMA-LSTM, ARIMA-LSTM-DP | Well production | Hybrid ARIMA-LSTM-DEEP model is more reliable. | RMSE, MAE, MAPE, Sim | Daily |
[96] | SARIMA-CNN_LSTM | Tourism demand | SARIMA-CNN-LSTM model beats other individual models. | RMSE, MAPE | Daily |
[97] | Pi-sigma ANN | Computer science | The FTS-ARMA TPS-ANN, which is based on both ARMA and PSO algorithms, considerably improves prediction performance. | MAPE, RMSE | Various time series data |
[98] | Pi-sigma ANNs + fuzzy c-means | Temperature and stock exchange forecasting | The best forecasts were generated by our suggested technique for all test data of each dataset | RMSE, MAE | Daily |
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