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Volume 7 Issue 1
Mar.  2000
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Bin Wu, Xuyan Tu, and Jian Wu, Generalized Self-Adaptive Genetic Algorithms, J. Univ. Sci. Technol. Beijing, 7(2000), No. 1, pp. 72-75.
Cite this article as:
Bin Wu, Xuyan Tu, and Jian Wu, Generalized Self-Adaptive Genetic Algorithms, J. Univ. Sci. Technol. Beijing, 7(2000), No. 1, pp. 72-75.
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Generalized Self-Adaptive Genetic Algorithms

  • In order to solve the problem between searching performance and convergence of genetic algorithms, a fast genetic algorithm generalized self-adaptive genetic algorithm (GSAGA) is presented. (1) Evenly distributed initial population is generated. (2) Superior individuals are not broken because of crossover and mutation operation for they are sent to subgeneration directly. (3) High quality immigrants are introduced according to the condition of the population schema. (4) Crossover and mutation are operated on self-adaptation. Therefore, GSAGA solves the coordination problem between convergence and searching performance. In GSAGA, the searching performance and global convergence are greatly improved compared with many existing genetic algorithms. Through simulation, the validity of this modified genetic algorithm is proved.
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    Generalized Self-Adaptive Genetic Algorithms

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    • In order to solve the problem between searching performance and convergence of genetic algorithms, a fast genetic algorithm generalized self-adaptive genetic algorithm (GSAGA) is presented. (1) Evenly distributed initial population is generated. (2) Superior individuals are not broken because of crossover and mutation operation for they are sent to subgeneration directly. (3) High quality immigrants are introduced according to the condition of the population schema. (4) Crossover and mutation are operated on self-adaptation. Therefore, GSAGA solves the coordination problem between convergence and searching performance. In GSAGA, the searching performance and global convergence are greatly improved compared with many existing genetic algorithms. Through simulation, the validity of this modified genetic algorithm is proved.
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