Test case prioritization techniques “an empirical study”

Neha Sharma, Sujata, G. Purohit
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引用次数: 22

Abstract

Regression testing is an expensive process. A number of methodologies of regression testing are used to improve its effectiveness. These are retest all, test case selection, test case reduction and test case prioritization. Retest all technique involves re-execution of all available test suites, which are critical moreover cost effective. In order to increase efficiency, test case prioritization is being utilized for rearranging the test cases. A number of algorithms has been stated in the literature survey such as Greedy Algorithms and Metaheuristic search algorithms. A simple greedy algorithm focuses on test case prioritization but results in less efficient manner, due to which researches moved towards the additional greedy and 2-Optimal algorithms. Forthcoming metaheuristic search technique (Hill climbing and Genetic Algorithm) produces a much better solution to the test case prioritization problem. It implements stochastic optimization while dealing with problem concern. The genetic algorithm is an evolutionary algorithm which gives an exact mathematical fitness value for the test cases on which prioritization is done. This paper focuses on the comparison of metaheuristic genetic algorithm with other algorithms and proves the efficiency of genetic algorithm over the remaining ones.
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测试用例优先化技术“实证研究”
回归测试是一个昂贵的过程。一些回归测试的方法被用来提高其有效性。它们是重新测试全部,测试用例选择,测试用例减少和测试用例优先级排序。重新测试所有技术包括重新执行所有可用的测试套件,这是至关重要的,而且具有成本效益。为了提高效率,测试用例优先级被用于重新安排测试用例。在文献综述中提出了一些算法,如贪心算法和元启发式搜索算法。简单的贪心算法侧重于测试用例的优先排序,但效率较低,因此研究转向了额外的贪心算法和2-Optimal算法。即将到来的元启发式搜索技术(爬坡和遗传算法)为测试用例优先级问题提供了更好的解决方案。它在处理问题关注的同时实现了随机优化。遗传算法是一种进化算法,它为测试用例提供精确的数学适应度值,并在此基础上进行优先级排序。本文将元启发式遗传算法与其他算法进行了比较,并证明了遗传算法的有效性。
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