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Time series analysis for bug number prediction

机译:时间序列分析以预测错误数量

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摘要

Monitoring and predicting the increasing or decreasing trend of bug number in a software system is of great importance to both software project managers and software end-users. For software managers, accurate prediction of bug number of a software system will assist them in making timely decisions, such as effort investment and resource allocation. For software end-users, knowing possible bug number of their systems will enable them to take timely actions in coping with loss caused by possible system failures. To accomplish this goal, in this paper, we model the bug number data per month as time series and, use time series analysis algorithms as ARIMA and X12 enhanced ARIMA to predict bug number, in comparison with polynomial regression as the baseline. X12 is the widely used seasonal adjustment algorithm proposed by U.S. Census. The case study based on Debian bug data from March 1996 to August 2009 shows that X12 enhanced ARIMA can achieve the best performance in bug number prediction. Moreover, both ARIMA and X12 enhanced ARIMA outperform the baseline as polynomial regression.
机译:监视和预测软件系统中bug数量的增加或减少趋势对软件项目经理和软件最终用户都非常重要。对于软件经理来说,准确预测软件系统的错误数量将有助于他们及时做出决策,例如投入精力和分配资源。对于软件最终用户,了解其系统可能的错误号将使他们能够及时采取措施,以应对可能的系统故障所造成的损失。为了实现此目标,在本文中,我们将每月的错误数量数据建模为时间序列,并使用多项式回归作为基线,使用时间序列分析算法(ARIMA和X12增强型ARIMA)来预测错误数量。 X12是美国人口普查提出的广泛使用的季节性调整算法。基于1996年3月至2009年8月Debian错误数据的案例研究表明,X12增强版ARIMA可以在错误数量预测中获得最佳性能。此外,由于多项式回归,ARIMA和X12增强的ARIMA均优于基线。

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