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Controlled analysis of neurocontrollers with informational lesioning
Alon Keinan1, Isaac Meilijson, Eytan Ruppin
1School of Computer Sciences, Tel-Aviv University, Tel-Aviv, Israel. keinan@cns.tau.ac.il
Summary
A new informational lesioning method (ILM) improves functional contribution analysis (FCA) for understanding neural networks. Lower lesioning levels enhance prediction accuracy and reveal long-term element effects in evolutionary autonomous agents.
Area of Science:
- Computational neuroscience
- Artificial intelligence
- Systems biology
Background:
- Understanding neural information processing requires identifying the roles of individual network elements.
- Functional Contribution Analysis (FCA) is used to study neurocontrollers in evolutionary autonomous agents (EAAs).
- Previous FCA studies showed dependence of contribution values (CVs) and prediction error on lesioning methods.
Purpose of the Study:
- Introduce a novel informational lesioning method (ILM) for FCA.
- Investigate the impact of ILM on FCA prediction accuracy and CVs.
- Explore how varying lesioning levels reveal element importance in neurocontrollers.
Main Methods:
- Developed and applied an informational lesioning method (ILM) viewing lesions as noisy channels.
- Controlled lesioning by varying lesioning levels from large to small magnitudes.
- Integrated ILM within the Functional Contribution Analysis (FCA) framework using data from multiple lesion experiments.
Main Results:
- Lower lesioning levels with ILM lead to more accurate FCA predictions.
- Minute ILM lesioning levels effectively uncover long-term effects of network elements.
- As lesioning levels decrease, CVs converge to limit values, indicating element importance in intact networks.
Conclusions:
- The ILM enhances FCA by providing more accurate predictions of EAAs' performance under lesions.
- ILM facilitates a deeper understanding of individual element contributions and their long-term impact.
- This method refines the analysis of neural information processing and neurocontroller function.