Design Philosophy for Optimizing Genetic Algorithms Through Embedded Intelligence

Lorick Jain, Akash Basabhat, HR Srikanth
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Abstract

Traditionally Genetic algorithms are thought of as brute force approaches, aimed to arrive at solutions to problems which do not have a specific answer. In problems where the data is not structured for the general implementation of a specific idea, genetic algorithms are most useful. This paper proposes to mitigate the above problem of brute force approaches through elucidation of procedures ranging from exploratory analysis, followed by pattern analysis and classification. This novel conceptualization of the scheme and design will help in arriving at solutions through reduced iterations. Research conducted involves dropping of poorly performing hypotheses, controlled mutation, thereby adding a dimension of intelligence to evolutionary algorithms. The following paper describes the methodology used to solve the problem of addition of numbers using evolutionary algorithms of Neural Networks, whilst building intelligence into the system. The specific problem of addition has been dealt with in the following paper, however the same design philosophy can be extended for a paraphernalia of problems. The end goal is to obtain a generation of adroit and capable hypotheses to solve the problem in reduced number of iterations. The solution provided is generic and can be reused, it has been applied to a specific problem in the following paper.
通过嵌入式智能优化遗传算法的设计理念
传统上,遗传算法被认为是一种蛮力方法,旨在解决没有特定答案的问题。在数据不是为特定思想的一般实现而结构化的问题中,遗传算法是最有用的。本文建议通过阐明从探索性分析到模式分析和分类的过程来减轻暴力破解方法的上述问题。这种新颖的方案和设计概念化将有助于通过减少迭代获得解决方案。进行的研究包括放弃表现不佳的假设,控制突变,从而为进化算法增加一个智能的维度。下面的论文描述了使用神经网络的进化算法来解决数字加法问题的方法,同时将智能构建到系统中。具体的加法问题已在下面的论文中处理,然而,同样的设计哲学可以扩展到其他问题。最终目标是获得一代灵巧且有能力的假设,以减少迭代次数来解决问题。提供的解决方案是通用的,可以重用,它已被应用于一个具体的问题,在以下的论文。
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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