Issue No. 05 - May (2013 vol. 39)
DOI Bookmark: http://doi.ieeecomputersociety.org/10.1109/TSE.2012.65
Cemal Yilmaz , Sabanci University, Istanbul
The configuration spaces of modern software systems are too large to test exhaustively. Combinatorial interaction testing (CIT) approaches, such as covering arrays, systematically sample the configuration space and test only the selected configurations by using a battery of test cases. Traditional covering arrays, while taking system-wide interoption constraints into account, do not provide a systematic way of handling test case-specific interoption constraints. The basic justification for $(t)$-way covering arrays is that they can cost effectively exercise all system behaviors caused by the settings of $(t)$ or fewer options. In this paper, we hypothesize, however, that in the presence of test case-specific interoption constraints, many such behaviors may not be tested due to masking effects caused by the overlooked test case-specific constraints. For example, if a test case refuses to run in a configuration due to an unsatisfied test case-specific constraint, none of the valid option setting combinations appearing in the configuration will be tested by that test case. To account for test case-specific constraints, we introduce a new combinatorial object, called a test case-aware covering array. A $(t)$-way test case-aware covering array is not just a set of configurations, as is the case in traditional covering arrays, but a set of configurations, each of which is associated with a set of test cases such that all test case-specific constraints are satisfied and that, for each test case, each valid combination of option settings for every combination of $(t)$ options appears at least once in the set of configurations that the test case is associated with. We furthermore present three algorithms to compute test case-aware covering arrays. Two of the algorithms aim to minimize the number of configurations required (one is fast, but produces larger arrays, the other is slower, but produces smaller arrays), whereas the remaining algorithm aims to minimize the number of test runs required. The results of our empirical studies conducted on two widely used highly configurable software systems suggest that test case-specific constraints do exist in practice, that traditional covering arrays suffer from masking effects caused by ignorance of such constraints, and that test case-aware covering arrays are better than other approaches in handling test case-specific constraints, thus avoiding masking effects.
Testing, Servers, Software algorithms, Software systems, Systematics, Computational modeling, covering arrays, Software quality assurance, combinatorial interaction testing