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The Problem Aware Local Search algorithm: an efficient technique for permutation-based problems

机译:问题知道本地搜索算法:基于置换的有效技术

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In this article, we will examine whether the Problem Aware Local Search, an efficient method initially proposed for the DNA Fragment Assembly Problem, can also be used in other application domains and with other optimization problems. The main idea is to maintain the key features of PALS and apply it to different permutation-based combinatorial problems. In order to carry out a comprehensive analysis, we use a wide benchmark of well-known problems with different kinds of variation operators and fitness functions, such as the Quadratic Assignment Problem, the Flow Shop Scheduling Problem, and the Multiple Knapsack Problem. We also discuss the main design alternatives for building an efficient and accurate version of PALS for these problems in a competitive manner. In general, the results show that PALS can achieve high-quality solutions for these problems and do it efficiently.
机译:在本文中,我们将检查是否有问题意识到本地搜索,最初提出了用于DNA片段装配问题的有效方法,也可以在其他应用领域和其他优化问题中使用。 主要思想是维护PALS的关键特征,并将其应用于基于不同的基于置换的组合问题。 为了进行全面的分析,我们使用不同类型的变化运算符和健身功能的众所周知问题,例如二次分配问题,流量铺调度问题以及多背粘问题的宽基准。 我们还讨论了主要设计替代品,以竞争方式为这些问题构建高效和准确的PALS。 通常,结果表明,PALS可以为这些问题达到高质量解决方案,并有效地进行。

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