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Training recurrent neural networks: why and how? An illustration in dynamical process modeling
O Nerrand1, P Roussel-Ragot, D Urbani
1Lab. d'Electron., Ecole Superieure de Phys. et de Chimie Ind., Paris.
IEEE Transactions on Neural Networks
|January 1, 1994
Summary
Choosing the right training algorithm for recurrent neural networks is critical for process modeling. The best algorithm depends on how noise affects the process, impacting prediction accuracy.
Area of Science:
- Artificial Intelligence
- Machine Learning
- Computational Neuroscience
Background:
- Recurrent neural networks (RNNs) are powerful tools for modeling dynamical systems.
- Gradient-based algorithms are commonly used for training RNNs, offering various algorithmic families.
- Selecting the optimal training algorithm is crucial for effective RNN application in process modeling.
Purpose of the Study:
- To provide a general approach to training recurrent neural networks using gradient-based algorithms.
- To introduce four families of training algorithms for RNNs.
- To demonstrate how noise interference influences the choice of algorithm for process modeling.
Main Methods:
- Summarization of general gradient-based training approaches for RNNs.
- Introduction and categorization of four distinct families of training algorithms.
- Empirical evaluation through three case studies modeling dynamical processes.
Main Results:
- The choice of training algorithm significantly impacts RNN performance in process modeling.
- Inappropriate algorithm selection, particularly in the presence of noise, leads to increased prediction errors.
- The study provides clear evidence of the detrimental effects of suboptimal algorithm choices.
Conclusions:
- The effectiveness of RNNs in process modeling is highly dependent on the selected training algorithm.
- Understanding noise characteristics within a process is essential for selecting the appropriate RNN training method.
- This research highlights the practical implications of algorithm selection for reliable dynamical process modeling.
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