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Parameter Estimation In Mathematical Models Using The Realcoded Genetic Algorithms

机译:使用实编码遗传算法的数学模型中的参数估计

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In this study, parameter estimation in mathematical models using the real coded genetic algorithms (RCGA) approach is presented. Although the RCGA is similar with the binary coded genetic algorithms (BCGA) in terms of genetic process, it has few advantages such as high precision, non-existence of Hamming's cliff etc., over the BCGA. In this approach, creating initial population and selection procedure are almost the same with the BCGA, but crossover and mutation operations. The proposed approach is implemented on the second order ordinary differential equations modeling the enzyme effusion problem and it is compared with previous approaches. The results indicate that the proposed approach produced better estimated results with respect to previous findings.
机译:在这项研究中,提出了使用真实编码遗传算法(RCGA)的数学模型中的参数估计。尽管RCGA在遗传过程方面与二进制编码遗传算法(BCGA)相似,但与BCGA相比,它具有诸如高精度,不存在汉明悬崖等优点。在这种方法中,创建初始种群和选择程序与BCGA几乎相同,但是交叉和突变操作。所提出的方法是在模拟酶渗出问题的二阶常微分方程上实现的,并与以前的方法进行了比较。结果表明,相对于以前的发现,所提出的方法产生了更好的估计结果。

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