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An empirical study of the impact of count models predictions on module-order models

机译:计数模型预测对模块顺序模型影响的实证研究

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Software quality prediction models are used to achieve high software reliability. A module-order model (MOM) uses an underlying quantitative prediction model to predict this rank-order. This paper compares performances of module-order models of two different count models which are used as the underlying prediction models. They are the Poisson regression model and the zero-inflated Poisson regression model. It is demonstrated that improving a count model for prediction does not ensure a better MOM performance. A case study of a full-scale industrial software system is used to compare performances of module-order models of the two count models. It was observed that improving prediction of the Poisson count model by using zero-inflated Poisson regression did not yield module-order models with better performance. Thus, it was concluded that the degree of prediction accuracy of the underlying model did not influence the results of the subsequent module-order model. Module-order modeling is proven to be a robust and effective method even though both underlying prediction may sometimes lack acceptable prediction accuracy.
机译:软件质量预测模型用于实现较高的软件可靠性。模块顺序模型(MOM)使用基础的定量预测模型来预测此排名顺序。本文比较了用作基础预测模型的两个不同计数模型的模块顺序模型的性能。它们是泊松回归模型和零膨胀泊松回归模型。已经证明,改进用于预测的计数模型不能确保更好的MOM性能。一个完整的工业软件系统的案例研究用于比较两个计数模型的模块顺序模型的性能。据观察,通过使用零膨胀的Poisson回归改进Poisson计数模型的预测不会产生具有更好性能的模块阶模型。因此,可以得出结论,基础模型的预测准确性程度不会影响后续模块顺序模型的结果。尽管两个基础预测有时可能都缺乏可接受的预测准确性,但事实证明,模块顺序建模是一种可靠且有效的方法。

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