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Novel direct and self-regulating approaches to determine optimum growing multi-experts network structure
Chu Kiong Loo1, Mandava Rajeswari, M V C Rao
1Faculty of Engineering and Technology, Multimedia University, 75450 Melaka, Malaysia. ckloo@mmu.edu.my
IEEE Transactions on Neural Networks
|November 30, 2004
Summary
This study introduces two methods for optimizing growing multi-experts networks (GMN). A self-regulating GMN (SGMN) offers improved performance and parameter sensitivity compared to the direct method and other models.
Area of Science:
- Artificial Intelligence
- Machine Learning
- Computational Neuroscience
Background:
- Growing Multi-Experts Networks (GMN) offer a powerful framework for complex modeling.
- Existing GMN approaches can be complex due to numerous control parameters.
- Optimizing GMN structure is crucial for efficient and effective performance.
Purpose of the Study:
- To present two novel approaches for determining the optimal structure of Growing Multi-Experts Networks (GMN).
- To introduce a Self-Regulating GMN (SGMN) algorithm to address the ergonomic limitations of traditional GMN.
- To evaluate the performance of GMN and SGMN against other neural networks and statistical models.
Main Methods:
- The direct method utilizes expertise domain, levels, and local expert clustering via Growing Neural Gas (GNG).
- Error distribution is employed to apportion errors among local experts, followed by a redundant expert removal algorithm.
- The proposed SGMN incorporates self-adaptive learning rates and a modified fully self-organized simplified adaptive resonance theory for clustering.
Main Results:
- SGMN demonstrates comparative or superior performance to GMN across four benchmark examples.
- SGMN exhibits reduced sensitivity to learning parameter settings compared to GMN.
- Both GMN and SGMN outperform existing neural networks and statistical models in benchmark tests.
Conclusions:
- SGMN provides a more ergonomic and robust alternative to traditional GMN.
- The proposed methods, particularly SGMN, show significant potential for building novel nonlinear models from local linear models.
- SGMN's efficacy is validated through industrial applications and a control problem, demonstrating consistent results.