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Research on genetic algorithm based on the crest value of binary function

机译:基于二值函数波峰值的遗传算法研究

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Genetic algorithm is a computational model to simulate the biological evolution process of genetic mechanism and natural selection. At present, genetic algorithm has been widely used in optimization & combination, signal processing, self-adaption control, machine learning and artificial intelligence .Meanwhile, it has got a lot of attention at home and abroad. In genetic algorithm, function optimization is a typical application. The purpose of this paper is to use the genetic algorithm to simulate the optimized calculation process of binary function’s crest value, through the specific examples of binary function, and finally get the optimal solution of binary function’s maximum value. The genetic algorithm mainly includes individual encoding, population initialization, fitness calculation, selection operation, crossover operation and mutation operation, and the selection operation, crossover operation and mutation operation are the three main operators of genetic algorithm. In the genetic algorithm process, there should be iterated several times, in each iteration, to select, crossover and mutate [1] , eliminating the individuals with lower fitness , looking for individuals with better fitness, and eventually find the individual with highest fitness , for solving the maximum value of binary function.
机译:遗传算法是一种模拟遗传机制和自然选择的生物进化过程的计算模型。目前,遗传算法已被广泛应用于优化与控制中。结合,信号处理,自适应控制,机器学习和人工智能。与此同时,它在国内外引起了广泛的关注。在遗传算法中,功能优化是一种典型的应用。本文的目的是利用遗传算法,通过具体的二值函数实例,模拟二值函数波峰值的优化计算过程,最终得到二值函数最大值的最优解。遗传算法主要包括个体编码,种群初始化,适应度计算,选择运算,交叉运算和变异运算,而选择运算,交叉运算和变异运算是遗传算法的三个主要运算符。在遗传算法的过程中,应进行多次迭代,以进行选择,交叉和变异[1],淘汰适应性较低的个体,寻找适应性更好的个体,最终找到适应性最高的个体,用于求解二进制函数的最大值。

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