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首页> 外文期刊>Discrete mathematics, algorithms, and applications >CONSTRUCTION OF MIXED COVERING ARRAYS OF STRENGTHS 2 THROUGH 6 USING A TABU SEARCH APPROACH
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CONSTRUCTION OF MIXED COVERING ARRAYS OF STRENGTHS 2 THROUGH 6 USING A TABU SEARCH APPROACH

机译:使用TABU搜索方法构建强度2到6的混合覆盖矩阵

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The development of a new software system involves extensive tests of the software func- tionality in order to identify possible failures. Also, a software system already built requires a fine tuning of its configurable options to give the best performance in the environment where it is going to work. Both cases require a finite set of tests that avoids testing all the possible combinations (which is time consuming); to this situation mixed covering arrays (MCAs) are a feasible alternative. MCAs are combinatorial structures having a case per row. MCAs are small, in comparison with exhaustive search, and guar- antee a level of interaction among the involved parameters (a difference with random testing). We present a tabu search algorithm (TSA) for the construction of MCAs. Also, we report the fine tuning process used to identify the best parameter values for TSA. The analyzed TSA parameters were three different initialization functions, five different tabu list sizes and the mixture of four neighborhood functions. The performance of TSA was evaluated with two benchmarks previously reported. The results showed that TSA improved the algorithms IPOG-F, ITCH, Jenny, TConfig, and TVG in relation with the size of the constructed matrices. Particularly, TSA found the optimal size in 20 of the 23 cases tested.
机译:新软件系统的开发涉及对软件功能的广泛测试,以识别可能的故障。另外,已经构建的软件系统需要对其可配置选项进行微调,以在要工作的环境中提供最佳性能。两种情况都需要一组有限的测试,以避免测试所有可能的组合(这很费时);针对这种情况,混合覆盖阵列(MCA)是一种可行的选择。 MCA是每行有一个案例的组合结构。与穷举搜索相比,MCA很小,并且保证了所涉及参数之间的交互水平(与随机测试的差异)。我们提出了禁忌搜索算法(TSA)的MCA的建设。此外,我们报告了用于确定TSA最佳参数值的微调过程。分析的TSA参数是三个不同的初始化函数,五个不同的禁忌列表大小以及四个邻域函数的混合。使用先前报告的两个基准评估了TSA的性能。结果表明,TSA在构造矩阵的大小方面改进了IPOG-F,ITCH,Jenny,TConfig和TVG算法。特别是,TSA在测试的23个案例中的20个中找到了最佳大小。

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