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Software effort prediction models using maximum likelihood methods require multivariate normality of the software metrics data sample: can such a sample be made multivariate normal?

机译:使用最大似然法的软件工作量预测模型需要软件指标数据样本的多元正态性:这样的样本能否设为多元正态性?

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Missing data often appear in software metrics data samples used to construct software effort prediction models. So far, the least biased and thus the most strongly recommended family of such models capable of handling missing data are those using maximum likelihood methods. However, the theory of such maximum likelihood methods assumes that the data samples underlying the model construction are multivariate normal. Previous research on such models simply ignored the violation of such an assumption by the empirical data samples. This paper proposes and empirically illustrates a not-so-complicated but effective technique to transform the data sample for the purpose of meeting such an assumption. This technique is empirically proven to work for typical software metrics data samples and the author recommends applying such a technique in any further research on and practical industrial application of software effort prediction models using maximum likelihood methods.
机译:丢失的数据通常会出现在用于构建软件工作量预测模型的软件指标数据样本中。到目前为止,能够处理缺失数据的此类模型中偏差最小,因而最受推荐的族是使用最大似然法的模型。然而,这种最大似然方法的理论假设模型构建基础的数据样本是多元正态的。以前对此类模型的研究只是忽略了经验数据样本对这种假设的违反。本文提出并凭经验说明了一种不那么复杂但有效的技术来转换数据样本,以满足这种假设。经经验证明,该技术适用于典型的软件指标数据样本,并且作者建议将该技术应用于使用最大似然法进行的软件工作量预测模型的任何进一步研究和实际工业应用中。

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