利用随机超参数优化的集合学习进行软件可靠性预测

G. Habtemariam, Sudhir Kumar Mohapatra, H. Seid
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摘要

本文研究了利用随机超参数优化的集合学习进行软件可靠性预测的方法。软件可靠性是开发人员面临的一个重要的软件质量问题。它涉及准确预测下一次故障。近年来,机器学习技术和集合学习方法已被用于改进软件可靠性预测。这些方法旨在分析历史数据,并开发能准确预测故障可能发生时间的模型。文章提出了一种集合学习回归模型,使用 Ridge、贝叶斯 Ridge、支持向量回归算法(SVR)、K-近邻算法(KNN)、回归树、随机森林、神经网络和决策树作为基础学习器。Ridge 被用作组合模型。每个基础学习器的超参数都是通过随机搜索算法自动调整的。随机超参数搜索优化算法会选择超参数,并针对过拟合和欠拟合情况进行调整。对基本模型进行调整,以尽量减少偏差和方差。模型的性能使用标准误差指标进行评估,如均方误差(MSE)、平方误差之和(SSE)和归一化均方根误差(NRMSE)。利用基准数据集将所提出的集合模型与现有模型进行比较。实验使用的是 Iyer、Lee 和 Musa 数据集。数据集采用对数缩放、滞后和线性插值等标准方法进行缩放。统计比较结果表明,与现有模型相比,我们提出的模型性能更好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Software reliability prediction using ensemble learning with random hyperparameter optimization
The paper investigates software reliability prediction by using ensemble learning with random hyperparameter optimization. Software reliability is a significant problem with software quality that developers face. It involves accurately predicting the next failure. In recent years, machine learning techniques and ensemble learning approaches have been applied to improve software reliability prediction. These approaches aim to analyze historical data and develop models that can accurately forecast when failures are likely to occur. The article proposes an ensemble learning regression model using Ridge, Bayesian Ridge, Support Vector Regressor (SVR), K-Nearest Neighbors Algorithm (KNN), Regression tree, Random Forest, Neural network, and Decision Tree as base learners. Ridge is used as a combiner model. Each base learner hyperparameter is tuned using a random search algorithm automatically. A random hyperparameter search optimization algorithm selects the hyperparameter and adjusts it for overfitting and underfitting. The base models are tuned to minimize bias and variance. The performances of the models are evaluated using standard error measures such as Mean Squared Error (MSE), Sum of Squared Error (SSE), and Normalized Root Mean Square Error (NRMSE). The proposed ensemble model is compared with existing models using a benchmark dataset. The Iyer,and Lee, and Musa datasets are used for the experiment. The dataset is scaled using standard methods like logarithmic scaling, lagging, and linear interpolation. The results of the statistical comparison show better performance by our proposed model as compared to existing models.
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