A tool suite for estimation and prediction of software dynamic defect models

A. Yousef
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引用次数: 2

Abstract

As a common software engineering practice, software dynamic defect models are used to estimate and predict the software testing process progress, effectiveness, and the number of future defects over the next weeks. Practitioners use these dynamic defect models to ensure that the delivery of software to customers is possible from the quality point of view and to predict the release date. Old literature suggested several classic defect models including Putnam, Exponential, Rayleigh and Weibull. Recent literature claimed that modern projects follow linear combinations of Rayleigh due to projects complexity. This claim verification has not been generalized because the project samples size was very small. This paper proposes a tool suite for dynamic defect models. The tool suite consists of an open repository of dynamic defects empirical data and many supporting tools. Data concerning defects are collected from several software projects and products and added to the open repository. This includes open source software and commercial software projects. The proposed tools are designed and implemented and made publicly available on the web. They are used to view the dynamic defects, find the best dynamic defect model that fits the data according to several performance criteria and predict future number of defects. The application of these tools on the empirical data showed that linear combinations of Rayleigh and Weibull has better performance than classic models in both curve fitting and predictability of commercial software.
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一个用于估计和预测软件动态缺陷模型的工具套件
作为一种常见的软件工程实践,软件动态缺陷模型用于估计和预测软件测试过程的进度、有效性,以及未来几周的缺陷数量。从业者使用这些动态缺陷模型来确保从质量的角度来看软件交付给客户是可能的,并预测发布日期。旧文献提出了几种经典的缺陷模型,包括Putnam, Exponential, Rayleigh和Weibull。最近的文献声称,由于项目的复杂性,现代项目遵循Rayleigh的线性组合。由于该项目样本量非常小,因此该索赔验证尚未普遍化。本文提出了一个用于动态缺陷模型的工具套件。该工具套件由一个开放的动态缺陷经验数据存储库和许多支持工具组成。有关缺陷的数据从几个软件项目和产品中收集,并添加到开放的存储库中。这包括开源软件和商业软件项目。建议的工具被设计和实现,并在网络上公开提供。它们被用来观察动态缺陷,根据几个性能标准找到最适合数据的动态缺陷模型,并预测未来缺陷的数量。这些工具在实证数据上的应用表明,Rayleigh和Weibull的线性组合在曲线拟合和商业软件的可预测性方面都优于经典模型。
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