DocumentCode
2609045
Title
Greedy Heuristic Algorithms to Generate Variable Strength Combinatorial Test Suite
Author
Ziyuan Wang ; Baowen Xu ; Changhai Nie
Author_Institution
Sch. of Comput. Sci. & Eng., Southeast Univ., Nanjing
fYear
2008
fDate
12-13 Aug. 2008
Firstpage
155
Lastpage
160
Abstract
Combinatorial testing is a practical software testing approach that has been widely used in practice. Most research and applications of such approach focus on N-way combinatorial testing that provides a minimum coverage of all N-way interactions among factor. However, the strengths of different interactions may not be a fixed integer N, but a variable. Therefore, variable strength combinatorial testing approach is necessary in applications. Existing variable strength combinatorial testing, which allows some interactions have a higher strength than others, has a limitation that such higher-strength interactions must be disjoint. To avoid such a limitation, an improved variable strength combinatorial testing approach, which makes a more sufficient consideration on actual interaction relationship, is proposed in this article. Furthermore, two greedy heuristic algorithms are also proposed to generate combinatorial test suite. Compared to some existing algorithms and tools, the proposed algorithms have advantages on both the execution effectiveness and the optimality of generated test suite. Experimental results can prove such advantages.
Keywords
combinatorial mathematics; greedy algorithms; program testing; N-way combinatorial testing; greedy heuristic algorithms; software testing; variable strength combinatorial test suite; Application software; Character generation; Computer science; Concrete; Heuristic algorithms; Simulated annealing; Software algorithms; Software quality; Software testing; System testing; combinatorial testing; software testing; test generation; variable strength;
fLanguage
English
Publisher
ieee
Conference_Titel
Quality Software, 2008. QSIC '08. The Eighth International Conference on
Conference_Location
Oxford
ISSN
1550-6002
Print_ISBN
978-0-7695-3312-4
Type
conf
DOI
10.1109/QSIC.2008.52
Filename
4601539
Link To Document