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An efficient strategy for covering array construction with fuzzy logic-based adaptive swarm optimization for software testing use

机译:一种基于模糊逻辑的自适应群优化覆盖阵列构造的有效策略,供软件测试使用

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摘要

Recent research activities have demonstrated the effective application of combinatorial optimization in different areas, especially in software testing. Covering array (CA) has been introduced as a representation of the combinations in one complete set. CA(lambda)(N; t, k, v) is an N x k array in which each t-tuple for an N x t sub array occurs at least times, where t is the combination strength, k is the number of components (factors), and v is the number of symbols for each component (levels). Generating an optimized covering array for a specific number of k and v is difficult because the problem is a non-deterministic polynomial-time hard computational one. To address this issue, many relevant strategies have been developed, including stochastic population-based algorithms. This paper presents a new and effective approach for constructing efficient covering arrays through fuzzy-based, adaptive particle swarm optimization (PSO). With this approach, efficient covering arrays have been constructed and the performance of PSO has been improved for this type of application. To measure the effectiveness of the technique, an empirical study is conducted on a software system. The technique proves its effectiveness through the conducted case study. (C) 2015 Elsevier Ltd. All rights reserved.
机译:最近的研究活动证明了组合优化在不同领域的有效应用,尤其是在软件测试中。引入覆盖数组(CA)作为一组完整组合的表示。 CA(lambda)(N; t,k,v)是一个N xk数组,其中N xt子数组的每个t元组至少出现几次,其中t是组合强度,k是分量数(因子),而v是每个组件(级别)的符号数。为特定数量的k和v生成优化的覆盖数组是困难的,因为该问题是不确定的多项式时间硬计算。为了解决这个问题,已经开发了许多相关策略,包括基于随机种群的算法。本文提出了一种新的有效方法,该方法可通过基于模糊的自适应粒子群优化(PSO)构建有效的覆盖阵列。通过这种方法,已经构建了有效的覆盖阵列,并且针对此类应用提高了PSO的性能。为了衡量该技术的有效性,对软件系统进行了实证研究。该技术通过进行的案例研究证明了其有效性。 (C)2015 Elsevier Ltd.保留所有权利。

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