Article Outline
Glossary
Definition of the Subject
Introduction
Genetic Algorithm for Optimization
Evolution of Fuzzy Systems
Application to Anesthesia Control
Application to the Control of the Bar and Ball System
Hierarchical Genetic Algorithms for Neural Networks
Experimental Results for Time Series Prediction
Conclusions
Future Directions
Bibliography
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Abbreviations
- Hybrid intelligent systems:
-
Intelligent Systems that are build using a combination of soft computing techniques. In particular, Soft Computing includes fuzzy logic, neural networks, genetic algorithms or hybrid approaches.
- Intelligent control:
-
The application of intelligent techniques for achieving the control of non‐linear plants. In particular, the use of fuzzy logic, neural networks, genetic algorithms or hybrid approaches for designing intelligent controllers.
- Soft computing:
-
Soft Computing is a new area of Computer Science that deals with new intelligent methodologies that combine symbolic and numerical calculations.In particular, Soft Computing includes, at the moment, methodologies like fuzzy logic, neural networks, genetic algorithms or hybrid approaches.
- Fuzzy systems :
-
Intelligent systems that are developed based on the theory of fuzzy logic, fuzzy inference and membership functions, and fuzzy rules. Fuzzy systems are able to manage the uncertainty of the decision process of humans, and for this reason are able to mimic the expert decision process in automation applications.
- Genetic algorithms:
-
Genetic algorithms are search optimization techniques that mimic natural evolution for finding solution to complex problems. In particular, genetic algorithms use operators to generate new candidate solutions based on the selection of previous good solutions.
- Evolution of fuzzy systems:
-
Application of evolutionary algorithms to the optimization of number of fuzzy rules and membership functions, as well as the parameter values of the fuzzy system.
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Castillo, O., Melin, P. (2012). Hybrid Soft Computing Models for Systems Modeling and Control. In: Meyers, R. (eds) Computational Complexity. Springer, New York, NY. https://doi.org/10.1007/978-1-4614-1800-9_99
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