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Backpropagation neural nets with one and two hidden layers
1Dept. of Electron. and Comput. Eng., Pretoria Univ.
IEEE Transactions on Neural Networks
|January 1, 1993
Summary
Three- and four-layer neural networks show similar performance, though four-layer networks are more likely to encounter training difficulties. This study investigates feedforward neural net classification and training across diverse data distributions.
Area of Science:
- Computer Science
- Artificial Intelligence
- Machine Learning
Background:
- Fully interconnected feedforward neural networks are fundamental in machine learning.
- Understanding the impact of network depth on performance is crucial for model selection.
- Previous studies have explored neural network architectures, but comparisons across varied data distributions remain important.
Purpose of the Study:
- To investigate the classification and training performance differences between three- and four-layer feedforward neural networks.
- To evaluate network performance across diverse data distributions, not limited to a single dataset.
- To identify potential advantages or disadvantages of increased network depth in fully interconnected feedforward nets.
Main Methods:
- Training and evaluating three- and four-layer fully interconnected feedforward neural networks.
- Utilizing a 'distribution of distributions' approach to generate varied training datasets.
- Comparing network performance metrics on classification tasks across these diverse distributions.
Main Results:
- Four-layer networks exhibited a higher propensity to converge to suboptimal local minima during training.
- No significant performance differences were observed between three- and four-layer networks in other aspects.
- Network depth did not universally guarantee improved performance across all tested data distributions.
Conclusions:
- While four-layer networks may face more training challenges (local minima), their overall performance is comparable to three-layer networks.
- The choice between three- and four-layer networks may depend on the specific dataset and the risk tolerance for training difficulties.
- Robust evaluation across varied data distributions is essential for understanding neural network architecture trade-offs.
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