基于特征选择技术的软件可维护性预测高效优化模型的开发

Kirti Lakra, A. Chug
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引用次数: 2

摘要

软件的可维护性是决定软件质量不可缺少的特征。它可以被描述为可以轻松地合并必要的更改,例如错误纠正、性能改进、添加或删除一个或多个属性等。软件可维护性的主要目的是使软件能够适应不断变化的环境。机器学习算法被广泛应用于软件可维护性预测(SMP)。因此,在本研究中,SMP使用了QUES和UIMS,即两个面向对象的数据集。在本研究中,我们尝试使用三种不同的特征选择方法,包括Pearson’s Correlation (Filter Method)、Backward Elimination (Wrapper Method)和Lasso Regularization (Embedded Method),对广义回归神经网络(GRNN)、正则化贪婪森林(RGF)、梯度增强算法(GBA)、多元线性回归(MLR)和K-Nearest Neighbor (k-NN)五种ML算法的预测结果进行改进。特征选择是选择一组对预测输出贡献最大的独立变量的过程,从而消除数据中可能降低算法准确性的不相关特征。所有模型的性能都使用三个精度指标进行评估,即r平方、平均绝对误差(MAE)和均方根误差(RMSE)。结果表明,采用特征选择技术后,预测精度有所提高。观察到,对于QUES数据集,R-Squared值平均提高了157.89%。此外,MAE和RMSE值分别提高了19.59%和24.90%,表明误差总体上降低了。同样,对于UIMS数据集,R-Squared值平均增加了126.08%,代表精度的提高。此外,对于UIMS数据集,MAE和RMSE值也分别提高了12.44%和8.16%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Development of Efficient and Optimal Models for Software Maintainability Prediction using Feature Selection Techniques
Software Maintainability is an indispensable characteristic to determine software quality. It can be described as the ease with which necessary changes such as fault correction, performance improvement, addition, or deletion of one or more attributes, etc., can be incorporated. A major purpose of software maintainability is to enable the software to adapt to the changing environment. Machine Learning (ML) algorithms are widely used for Software Maintainability Prediction (SMP). Hence, in the current study, QUES and UIMS, i.e., the two object-oriented datasets are used for SMP. In this study, an attempt has been made to improve the prediction results of five (ML) algorithms, viz., General Regression Neural Network (GRNN), Regularized Greedy Forest (RGF), Gradient Boosting Algorithm (GBA), Multivariate Linear Regression (MLR), and K-Nearest Neighbor (k-NN) on using three different feature selection methods, including the Pearson's Correlation (Filter Method), Backward Elimination (Wrapper Method), and Lasso Regularization (Embedded Method). Feature selection is a procedure to select a set of independent variables that contribute most to the predicted output, hence eliminating the irrelevant features in the data that may reduce the accuracy of an algorithm. The performance of all the models is evaluated using three accuracy measures, i.e., R-Squared, Mean Absolute Error (MAE), and Root Mean Square Error (RMSE). The results portray an improvement in the prediction accuracies after employing feature selection techniques. It is observed that for the QUES dataset, R-Squared value on an average improves by 157.89%. Also, MAE and RMSE values enhance by 19.59% and 24.90%, respectively, depicting an overall decrease in the error. Similarly, for UIMS dataset, R-Squared value on an average increase by 126.08%, representing an improvement in the accuracy. Further, MAE and RMSE values also improve for the UIMS dataset, by 12.44% and 8.16%, respectively.
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