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Optimal Testing Resource Allocation for Modular Software Based on a Software Reliability Growth Model: A Dynamic Programming Approach

机译:基于软件可靠性增长模型的模块化软件最优测试资源分配:一种动态规划方法

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摘要

In this paper, two problems of optimal resource allocation to modules during testing phase are studied: (1) maximization of the number of faults removed when the amount of testing-effort is fixed, and (2) maximization of the number of faults removed satisfying a certain percentage of initial faults to be removed with a fixed amount of testing-effort. These optimization problems are formulated as nonlinear programming problems (NLPP), which are modeled by a software reliability growth model based on a non-homogeneous Poisson process which incorporated the exponentiated Weibull testing-effort functions. A solution procedure is then developed using dynamic programming technique to solve the NLPPs. Finally, numerical examples illustrate the solution procedure and the results are compared with that of Kapur et al.[1].
机译:本文研究了在测试阶段为模块分配最佳资源的两个问题:(1)在固定测试量的情况下最大化消除故障的数量;(2)满足条件的最大化消除故障的数量一定比例的初始故障可以通过固定的测试工作来消除。这些优化问题被公式化为非线性规划问题(NLPP),通过基于非均匀泊松过程的软件可靠性增长模型对非线性优化问题进行建模,该过程结合了指数化的Weibull测试-努力函数。然后使用动态编程技术开发解决程序以解决NLPP。最后,通过数值算例说明了求解过程,并将结果与​​Kapur等人[1]进行了比较。

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