异构软件可靠性建模

Wen-li Wang, Mei-Hwa Chen
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引用次数: 23

摘要

许多基于马尔可夫的软件可靠性模型已经被开发出来用于测量软件可靠性。然而,这些模型的应用严格限于满足马尔可夫性质的软件。我们工作的目标是扩展基于马尔可夫模型的应用领域,以便大多数软件可以建模,并且软件可靠性可以在体系结构级别进行度量。为了克服马尔可夫属性的局限性,我们的模型考虑了执行历史,并解决了确定性和概率软件行为。根据体系结构风格,每个状态代表一个或多个组件的执行。此外,当一个组件的执行受到过去状态的影响时,使用不同的状态来描述该组件的执行。此外,我们构建循环来消除无限状态扩展的可能性,并利用二叉树结构来解释所有不同的执行路径。我们证明了马尔可夫模型甚至适用于不完全满足马尔可夫性质的软件。因此,我们显著提高了基于体系结构的软件可靠性建模的技术水平。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Heterogeneous software reliability modeling
A number of Markov-based software reliability models have been developed for measuring software reliability. However, the application of these models is strictly limited to software that satisfies the Markov properties. The objective of our work is to expand the application domain of the Markov-based models, so that most software can be modeled and software reliability can be measured at the architecture level. To overcome the limitations of Markov properties, our model takes execution history into account and addresses both deterministic and probabilistic software behaviors. Each state represents the executions of one or more components depending on the architectural styles. In addition, the executions of one component are depicted by using distinctive states, when such executions are influenced by past states. Furthermore, we construct loops to eliminate the likelihood of unlimited state expansion and utilize a binomial tree structure to account for all the different execution paths. We show that Markov models are applicable even to software that does not fully satisfy the Markov properties. Therefore, we significantly improve the state of the art in architecture-based software reliability modeling.
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