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Solution Concept in TSP Problem Applied to Genetic Algorithm

机译:解决方案概念在遗传算法应用于TSP问题中的概念

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The main purpose of this study is to propose a new representation method of chromosomes using binary matrix and new fittest criteria to be used as method for finding the optimal solution for TSP. The concept of the proposed method is taken from genetic algorithm of artificial inelegance as a basic ingredient which has been used as search algorithm to find the near-optimal solutions. Here we are introducing the new fittest criteria for crossing over, and applying the algorithm on Symmetric as well as asymmetric TSP, also presenting asymmetric problem in a new and different way. As far as the artificial inelegance is concerned, the genetic algorithm is an optimization technique based on natural evolution that is the change over a long period of time. Genetic algorithm (GAs) has been used as a search technique of many NP problems. Genetic algorithms have been successfully applied to many different types of problems, though several factors limit the success of a GA on a specific function. Problem required are good, but optimal solutions are not ideal for GAs. The manner in which points on the search space are represented is an important consideration. An acceptable performance measure or fitness value must be available. It must also be feasible to test many potential solutions.
机译:本研究的主要目的是使用二进制矩阵和新的FTTEST标准提出一种新的染色体的表示方法,并用作寻找TSP的最佳解决方案的方法。所提出的方法的概念是从人工内绝的遗传算法作为基本成分,被用作寻找近最佳解决方案的搜索算法。在这里,我们正在引入交叉的新的最适合标准,并在对称和不对称TSP上应用算法,也以新的和不同方式呈现不对称问题。就人造内部而言,遗传算法是一种基于自然演化的优化技术,即在很长一段时间内变化。遗传算法(气体)已被用作许多NP问题的搜索技术。遗传算法已成功应用于许多不同类型的问题,尽管有几个因素限制了GA对特定功能的成功。所需的问题很好,但最佳的解决方案不适合天然气。表示搜索空间上的点的方式是重要的考虑因素。必须提供可接受的性能测量或适应性值。测试许多潜在的解决方案也必须是可行的。

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