Automated simulation of non-linear dynamical systems with a Lotka-Volterra population based approach
O Castillo, P Melin - Proceedings of the 2000 Congress on …, 2000 - ieeexplore.ieee.org
Proceedings of the 2000 Congress on Evolutionary Computation …, 2000•ieeexplore.ieee.org
We describe a new method for the automated simulation of non-linear dynamical systems.
This method is based on a hybrid fuzzy-genetic approach to achieve, in an efficient way,
automated simulation of a particular dynamical system given its mathematical model. The
use of genetic algorithms is to achieve automated parameter selection for the mathematical
models. Our genetic algorithm uses a Lotka-Volterra approach to change the size of the
population in each generation. The use of fuzzy logic simulates the process of expert …
This method is based on a hybrid fuzzy-genetic approach to achieve, in an efficient way,
automated simulation of a particular dynamical system given its mathematical model. The
use of genetic algorithms is to achieve automated parameter selection for the mathematical
models. Our genetic algorithm uses a Lotka-Volterra approach to change the size of the
population in each generation. The use of fuzzy logic simulates the process of expert …
We describe a new method for the automated simulation of non-linear dynamical systems. This method is based on a hybrid fuzzy-genetic approach to achieve, in an efficient way, automated simulation of a particular dynamical system given its mathematical model. The use of genetic algorithms is to achieve automated parameter selection for the mathematical models. Our genetic algorithm uses a Lotka-Volterra approach to change the size of the population in each generation. The use of fuzzy logic simulates the process of expert behavior identification, by implementing the knowledge of identification by a set of fuzzy rules. We also use the concept of the fractal dimension of a time series to help make this identification more accurate. Experimental results for the case of robotic dynamic systems show the efficiency and accuracy of this new method for the simulation of complex non-linear dynamical systems.
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