Home > CSC-OpenAccess Library > Manuscript Information
EXPLORE PUBLICATIONS BY COUNTRIES |
EUROPE | |
MIDDLE EAST | |
ASIA | |
AFRICA | |
............................. | |
United States of America | |
United Kingdom | |
Canada | |
Australia | |
Italy | |
France | |
Brazil | |
Germany | |
Malaysia | |
Turkey | |
China | |
Taiwan | |
Japan | |
Saudi Arabia | |
Jordan | |
Egypt | |
United Arab Emirates | |
India | |
Nigeria |
Determination of Software Release Instant of Three-Tier Client Server Software System
Yogesh Singh , Pradeep Kumar
Pages - 51 - 62 | Revised - 30-08-2010 | Published - 30-10-2010
Published in International Journal of Software Engineering (IJSE)
MORE INFORMATION
KEYWORDS
Software Reliability Growth Model, Optimal Release Policy, Three-tier Client server System
ABSTRACT
Quality of any software system mainly depends on how much time testing take place, what kind of testing methodologies are used, how complex the software is, the amount of efforts put by software developers and the type of testing environment subject to the cost and time constraint. More time developers spend on testing more errors can be removed leading to better reliable software but then testing cost will also increase. On the contrary, if testing time is too short, software cost could be reduced provided the customers take risk of buying unreliable software. However, this will increase the cost during operational phase since it is more expensive to fix an error during operational phase than during testing phase. Therefore it is essentially important to decide when to stop testing and release the software to customers based on cost and reliability assessment. In this paper we present a mechanism of when to stop testing process and release the software to end-user by developing a software cost model with risk factor. Based on the proposed method we specifically address the issues of how to decide that we should stop testing and release the software based on three-tier client server architecture which would facilitates software developers to ensure on-time delivery of a software product meeting the criteria of achieving predefined level of reliability and minimizing the cost. A numerical example has been cited to illustrate the experimental results showing significant improvements over the conventional statistical models based on NHPP.
1 | Jaiswal, A., & Malhotra, R. (2016). Software Reliability Prediction Using Machine Learning Techniques. In Proceedings of Fifth International Conference on Soft Computing for Problem Solving (pp. 141-163). Springer Singapore. |
2 | Kumar, P., & Wahid, A. (2016). Performance Evaluation of Data Mining Techniques for Predicting Software Reliability. network, 17, 19. |
3 | Kumar, P., & Singh, Y. (2013). Comparative analysis of software reliability predictions using statistical and machine learning methods. International Journal of Intelligent Systems Technologies and Applications, 12(3-4), 230-253. |
4 | Kumar, P., & Singh, Y. (2012). An empirical study of software reliability prediction using machine learning techniques. International Journal of System Assurance Engineering and Management, 3(3), 194-208. |
5 | Kumar, P., & Singh, Y. (2012). Assessment of software testing time using soft computing techniques.Acm Sigsoft Software Engineering Notes, 37(1), 1-6. |
Chin-Yu Huang and Sy-Yen Kuo, “Analysis of incorporating logistic testing-effort function into software reliability modeling”. IEEE Transactions on Reliability, Vol.51, No.3, September 2002. | |
Chin-Yu Huang, “Cost-reliability-optimal release policy for software reliability models incorporating improvements in testing efficiency”. The Journal of Systems and Software 77(2005) 139-155. | |
Chin-Yu Huang, Sy-Yen Kuo, Michel R. Lyu, “An assessment of testing-effort dependent software reliability growth model”. IEEE Transactions on Reliability, Vol. 56,No.2, June 2007. | |
Chin-Yu-Huang, Sy-Yen-Kuo and Michael R. Lyu, ‘Optimum software release policy based on cost and reliability with testing efficiency”. IEEE 1999. | |
Chu-Ti Lin, Chin-Yu Huang, “Enhancing and measuring the predictive capabilities of testingeffort dependent software reliability models”. The Journal of Systems and Software 81 (2008)1025-1038. | |
Goel AL, Okumoto K. “Time-dependent fault detection rate model for software and other performance measures”. IEEE Transactions on Reliability 1979; 28:206-11. | |
Hoang Pham, “Software reliability and cost models: perspectives, comparison, and practice”.European Journal of Operational Research 149 (2003) 475-489. | |
Hoang Pham, “System Software Reliability”, Springer Series in Reliability Engineering, pp.315-344 (2006). | |
K. K. Aggarwal and Yogesh Singh, “Determination of software release instant using a nonhomogeneous error detection rate model”. Microelectron Reliability, Vol. 33. No. 6. pp.803-807, 1993. | |
K. K. Aggarwal and Yogesh Singh, “Software Engineering: Programs, Documentation & Operating Procedures”, New Age International Publishers, third edition, pp. 191-324 (2008). | |
Kapur PK, Bhalla VK. “Optimal release policies for a flexible software reliability growth model”. Reliability Engineering and System Safety 1992; 35:49-54. | |
Kimura M, Toyota T, Yamada S. “Economic analysis of software release problems with warranty cost and reliability requirement”. Reliability Engineering and System Safety 1999;66:49-55. | |
Kuei-Chen Chiu, Yeu-Shiang Huang, Tzai-Zang Lee, “A study of software reliability growth from the perspective of learning effects”. Reliability Engineering and System Safety 93 (2008)1410-1421. | |
Misra, P.N. “Software reliability analysis models”. IBM Systems Journal (1983), 22,262-70. | |
P K Kapur, R B Garg, S K Kumar, “Contributions to Hardware & Software Reliability” World Scientific, pp. 89-147 (1999). | |
Pham H. Zhang X. “A software cost model with warranty and risk costs’. IEEE Transaction on Computers 1999; 48:71-75. | |
Pham, H. and Zhang, X. “A software cost model with error removal times and risk costs”.International Journal of Systems Science (1998), 29, 435-442. | |
Shinji Inoue and Shigeru Yamada, “Optimal software release policy with change point”. IEEE 978-1-4244-2630-0/08, 2008. | |
www.dacs.org “Software Life Cycle Empirical/Experience Database (SLED) published by Data & Analysis Center for Software (DACS)”. | |
Xuemei Zhang and Hoang Pham, “A software cost model with warranty cost, error removal times and risk costs”. IIE Transactions (1998) 30, 1135-1142. | |
Yamada S. Ohba M. “S-shaped software reliability modeling for software error detection”.IEEE Transactions on Reliability 1983; 32:475-84. | |
Yamada S., Narihisa H. and Osaki S. “Optimum release policies for a software system with a scheduled software delivery time”. Int. J. System Science 1984, 15, pp. 905-914. | |
Yamada S., Narihisa H. and Osaki S. “Optimum software release policies with simultaneous cost and reliability requirements”. European Journal of Operation Research 1987, 31, pp. 46-51. | |
Yamada S., Othera S and Narihisa H. “Software reliability growth models with testing effort”.IEEE Transactions on Reliability 1986; 35,pp. 19-23. | |
Yogesh Singh and Pradeep Kumar, “A software reliability growth model for three-tier client-server system”. IJCA, Vol. 1. No. 13. doi. 10.5120/289-451,2010. | |
Dr. Yogesh Singh
Guru Gobind Singh University - India
ys66@rediffmail.com
Associate Professor Pradeep Kumar
ABES Engineering College , Ghaziabad - India
|
|
|
|
View all special issues >> | |
|
|