Related Experiment Videos
Enhanced training algorithms, and integrated training/architecture selection for multilayer perceptron networks
1Charles Stark Draper Lab. Inc., Cambridge, MA.
IEEE Transactions on Neural Networks
|January 1, 1992
Summary
Enhanced multilayer perceptron training algorithms using nonlinear least-squares and quasi-Newton methods significantly improve convergence rates compared to standard backpropagation. This study also presents an integrated approach for training and architecture selection in pattern recognition.
Area of Science:
- Artificial Intelligence
- Machine Learning
- Neural Networks
Background:
- Standard backpropagation algorithm for multilayer perceptron (MLP) training exhibits slow asymptotic convergence.
- Need for improved training algorithms to accelerate MLP convergence and enhance performance.
Purpose of the Study:
- To develop and evaluate enhanced MLP training algorithms using nonlinear least-squares and quasi-Newton optimization techniques.
- To compare the effectiveness of these enhanced algorithms against the standard backpropagation algorithm.
- To present an integrated approach for simultaneous training and architecture selection.
Main Methods:
- Implementation of enhanced MLP training algorithms based on sophisticated nonlinear least-squares and quasi-Newton optimization.
- Comparative analysis of enhanced algorithms versus backpropagation on various benchmark problems.
- Development and testing of an integrated training and architecture selection strategy.
Main Results:
- Enhanced algorithms demonstrate superior convergence rates compared to standard backpropagation.
- The integrated approach effectively optimizes both MLP training and architecture selection.
- Successful application to synthetic and real-world pattern recognition tasks.
Conclusions:
- Nonlinear least-squares and quasi-Newton methods offer significant improvements in MLP training speed and efficiency.
- The integrated training and architecture selection approach enhances overall pattern recognition performance.
- These advanced techniques provide a more effective solution for complex machine learning problems.