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Estimating confidence interval of software reliability with adaptive testing strategy

机译:利用自适应测试策略估计软件可靠性的置信区间

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Safety critical and mission critical systems such as flight control systems, nuclear reactor plants, and medical systems software reliability is critical. In such situations, in addition to the reliability estimate, its confidence intervals (CI) also are important in investigation of the system reliability. The reliability assessment is used to estimate the reliability and the confidence intervals but the program codes that are faulty are corrected later. An unbiased reliability estimator with lower variance is required for better predictability of the software reliability. However a single reliability estimate may be inadequate for examining whether the estimate is close to the true value. Hence its CI are also to be taken in to account to know with what confidence level the true value lies in the CI. Obviously if the CI width is smaller, the estimate can be considered as better to provide the reliability measure. Adaptive testing (AT) is considered as an efficient reliability estimator that minimizes the estimator variance. However, a tight CI is not considered as an optimization goal of AT. Thus this study investigates whether the AT strategy with minimum variance estimator can provide a tight CI. This is done by a new strategy combining AT strategy with Bayesian inference (AT-BI). This approach focuses on the utilization of prior knowledge such as prior software fault density or reliability. Here a subjective confidence of reliability assessment is used to construct the optimization goal for AT-BI and the optimal reliability assessment strategy is determined y applying the Bayesian inference theory. (33 refs.)
机译:安全关键和任务关键系统,例如飞行控制系统,核反应堆工厂和医疗系统,软件可靠性至关重要。在这种情况下,除了可靠性估计之外,其置信区间(CI)在系统可靠性调查中也很重要。可靠性评估用于估计可靠性和置信区间,但是有缺陷的程序代码将在以后进行更正。为了更好地预测软件可靠性,需要使用方差较低的无偏可靠性估计器。但是,单个可靠性估计可能不足以检查该估计是否接近真实值。因此,还要考虑其CI,以了解CI的真实价值处于何种置信度水平。显然,如果CI宽度较小,则可以将估计值视为提供可靠性度量的更好方法。自适应测试(AT)被认为是一种有效的可靠性估计器,可最大程度地减少估计器方差。但是,紧密CI不被视为AT的优化目标。因此,本研究调查了具有最小方差估计量的AT策略是否可以提供严格的CI。这是通过结合AT策略和贝叶斯推理(AT-BI)的新策略来完成的。这种方法侧重于利用先验知识,例如先验软件故障密度或可靠性。在这里,将可靠性评估的主观置信度用于构建AT-BI的优化目标,并使用贝叶斯推理理论确定最佳可靠性评估策略。 (33参考)

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