Abstract
In this paper, we propose a neural network-based model for optimal software testing and maintenance policy, where the software testing environment and the operational environment are characterized by an environmental factor. We also present a systematic study for defect detection and correction processes. In our proposed approach, we consider the logistic growth curve model and the constant correction time for defect prediction. Then, we estimate the jointly optimal software testing period and maintenance limit via minimization of a software cost function that takes into account the environmental factor and the imperfect fault removal. More precisely, the total expected cost is formulated via a discrete-type software reliability model based on the difference between operational environments, imperfect defect removal, and defect correction process. Experimental results on a real software data set are presented to demonstrate the effectiveness of the proposed approach in defect prediction as well as in determining the jointly optimal testing period and planned maintenance limit.
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References
Boehm BW, Abts C, Brown AW, Chulani S, Clark BK, Horowitz E, Madachy R, Reifer D, Steece B (2000) Software cost estimation with cocomo II. Prentice Hall PTR, Upper Saddle River
Rinsaka K, Tadashi D (2005) Discrete optimal testing/maintenance policy in a software developement project. Asia Pacific Manag Rev 10(4):225–232
Hiroyuki O, Tadashi D, Shunji O (2000) A reliability assessment method for software products in operational phase-proposal of an accelerated life testing model. Trans Inst Electron Inf Commun Eng 83-A(3):294–301
Kitaoka T, Yamada S, Osaki S (1986) A discrete non-homogeneous error detection rate model for software reliability. IECE Trans E69(8):859–865
Schneidewind NF (1975) Analysis of error processes in computer software. Proceedings of international conference on reliable software. IEEE Computer Society Press, Los Alamitos, pp 337–346
Xie M, Hu QP, Wu YP, Ng SH (2007) A study of the modeling and analysis of software fault-detection and fault-correction processes. Qual Reliab Eng Int 23:459–470
Musa JD, Iannino A, Okumoto K (1987) Software reliability: measurement, prediction, application. McGraw-Hill, New York
Myung IJ (2003) Tutorial on maximum likelihood estimation. J Math Psychol 47:90–100
Okamura H, Watanabe Y, Dohi T (2003) An iterative scheme for maximum likelihood estimation in software reliability modeling. Proceeding of international symposium on software reliability engineering, pp 246–256
Bergander T, Luo Y, Ben Hamza A (2007) Software defects prediction using operating characteristic curves. Proceedings of IEEE international conference on information reuse and integration, Las Vegas
Kimura M, Toyota T, Yamada S (1999) Economic analysis of software release problems with warranty cost and reliability requirement. ReliabEng Syst Saf 66:49–55
Levitin G, Xie M (2006) Performance distribution of a fault-tolerant system in the presence of failure correlation. IIE Trans 38(6):499–509
Yamada S, Ichimori T, Nishiwaki M (1995) Optimal allocation policies for testing-resource based on a software reliability growth model. Math Comput Model 22:295–301
Yang MCK, Chao A (1995) Reliability-estimation and stopping-rules for software testing, based on repeated appearances of bugs. IEEE Trans Reliab 44:315–321
Huang CY, Lyu MR (2005) Optimal release time for software systems considering cost, testing-effort, and test efficiency. IEEE Trans Reliab 54:583–591
Kapur PK, Jha PC, Bardhan AK (2004) Optimal allocation of testing resource for a modular software. Asia Pacific J Oper Res 21:333–354
Khoshgoftaar TM, Szabo RM, Guasti PJ (1995) Exploring the behavior of neural network software quality models. Softw Eng J 10(3):89–96
Xie M (1991) Software reliability modeling. World Scientific Publishing, Singapore
Acknowledgments
The authors would like to thank the anonymous reviewers for helpful and very insightful comments. This work was supported in part by Natural Sciences and Engineering Research Council of Canada under Discovery Grant no. N00929.
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Zaryabi, A., Ben Hamza, A. A neural network approach for optimal software testing and maintenance. Neural Comput & Applic 24, 453–461 (2014). https://doi.org/10.1007/s00521-012-1251-4
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DOI: https://doi.org/10.1007/s00521-012-1251-4