Finding Roots of Complex Chemistry Equations Based on Evolution Strategies

Yongquan Zhou, Delong Guo
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Abstract

In chemistry, there are some algebra questions about equation roots that need to be solved. So far, there are some traditional methods such as graphic method and Newton iteration method and so on. As well known, the traditional methods have some shortcomings such as being easily affected by initial value and not being able to obtain very high precision. In this paper, evolution strategy algorithm is applied to solve the problems of complex chemistry equation roots by transforming them into the function optimization ones, making full use of such characteristics of the evolution strategy as being self-adaptive to gradually approach the optimal solution through optimized selection, recombination, and mutation. Finally, several computer simulation results show that the method in this paper has rapid convergence speed and powerful performance.
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基于进化策略的复杂化学方程求根
在化学中,有一些关于方程根的代数问题需要解决。到目前为止,有一些传统的方法,如图解法、牛顿迭代法等。众所周知,传统的方法存在容易受初始值影响、不能获得很高的精度等缺点。本文将进化策略算法应用于求解复杂化学方程根问题,将其转化为函数优化根问题,充分利用进化策略自适应的特点,通过优化选择、重组、突变逐步逼近最优解。最后,计算机仿真结果表明,该方法具有较快的收敛速度和强大的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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