A Multilevel Genetic Algorithm for the Maximum Satisfaction Problem

N. Bouhmala
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Abstract

Genetic algorithms (GA) which belongs to the class of evolutionary algorithms are regarded as highly successful algorithms when applied to a broad range of discrete as well continuous optimization problems. This chapter introduces a hybrid approach com- bining genetic algorithm with the multilevel paradigm for solving the maximum constraint satisfaction problem (Max-CSP). The multilevel paradigm refers to the process of dividing large and complex problems into smaller ones, which are hopefully much easier to solve, and then work backward toward the solution of the original problem, using the solution reached from a child level as a starting solution for the parent level. The promis-ing performances achieved by the proposed approach are demonstrated by comparisons made to solve conventional random benchmark problems.
求解最大满足问题的多层次遗传算法
遗传算法(GA)属于进化算法的一类,被认为是一种非常成功的算法,可以应用于广泛的离散和连续优化问题。本章介绍了一种将遗传算法与多层范式相结合的求解最大约束满足问题的混合方法。多层范式指的是将大而复杂的问题划分为更容易解决的小问题的过程,然后将从子级得到的解决方案作为父级的起始解决方案,向后工作以解决原始问题。通过与传统随机基准问题的比较,证明了该方法所取得的良好性能。
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