A Study on Evolutionary Algorithms and Its Applications

P. Bharathi, D. Pallavi, M. Ramachandran, Kurinjimalar Ramu, Chinnasami Sivaji
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引用次数: 2

Abstract

. Evolutionary methods are a horror-based approach to solving problems that are not easily solved in polynomial time, for example, classical NP-heart problems and take longer to complete. Evolutionary methods are commonly used to provide good approximate solutions to problems that cannot be easily solved using other techniques. Many optimization issues fall into this category. It can be very calculated- finding a suitable solution is serious but sometimes the optimal solution is enough. Major classes of contemporaries (in the order of popularity) E.A. Genetic algorithms (GAs), evolutionary strategies (ESs), differential evolution (DE) and distribution algorithm evaluation (EDAs) are used. Evolutionary methods are based on the concepts of biological evolution. The 'population' of possible solutions to the problem will be created first, and each solution will be evaluated using a 'fitness function'. The population develops over time and (hopefully) identifies the best solutions.
进化算法及其应用研究
. 进化方法是一种基于恐惧的方法,用于解决不容易在多项式时间内解决的问题,例如,经典的NP-heart问题,需要更长的时间来完成。进化方法通常用于为使用其他技术无法轻松解决的问题提供良好的近似解决方案。许多优化问题都属于这一类。它可能是经过精心计算的——找到一个合适的解决方案是很严肃的,但有时最优解决方案就足够了。主要类别的同时代(按受欢迎程度排序)E.A.遗传算法(GAs),进化策略(ESs),差分进化(DE)和分布算法评估(EDAs)被使用。进化方法是以生物进化的概念为基础的。首先创建问题的可能解决方案的“总体”,然后使用“适应度函数”评估每个解决方案。人口随着时间的推移而发展,并(希望)确定最佳解决方案。
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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