Barzilai Borwein Incremental Grey Polynomial Regression for train delay prediction

IF 3 4区 计算机科学 Q2 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE Expert Systems Pub Date : 2024-06-12 DOI:10.1111/exsy.13642
Ajay Singh, Rajesh Kumar Dhanaraj, Seifedine Kadry
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Abstract

The swift societal evolution and ceaseless advancement of human value of life have been set forth for reliability as well as rapidity of railway transportation. Latest advances in machine learning approaches as well as surging accessibility of numerous information sources is produced state-of-the-art probabilities for significant, precise train delay identification. In this method called, Barzilai Borwein Incremental Grey Polynomial Regression (BBI-GPR) is introduced for predicting train arrival/departure delays, which utilized for later delay management in an accurate manner with this method comprised into three sections such as, pre-processing, feature selection and classification. First, with the raw ETA train delay dataset as input, Barzilai–Borwein Feature Rescaling-based Pre-processing is applied to model computationally efficient feature rescaled and normalized values. Second with processed features as input, Incremental Maximum Relevance Minimum Redundant-based Feature Selection is applied to select error minimized optimal features. Finally, with optimal features selected as input, Grey Polynomial Regression-based Prediction algorithm is employed to analyse train delay. For confirming proposed BBI-GPR, as well as analyse its performance, compare standard train delay prediction method with existing machine learning-based regression method. Results show that new variants outperform existing train delay prediction method by minimizing train delay prediction time, error rate by 25% and 27% respectively, with improved accuracy rate of 7%, therefore paving ways for efficient train delay prediction.

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用于列车延误预测的 Barzilai Borwein 增量灰色多项式回归法
社会的快速发展和人类生活价值的不断提高,要求铁路运输的可靠性和快速性。机器学习方法的最新进展以及大量信息来源的涌现,为重要、精确的列车延误识别提供了最先进的概率。在这种方法中,引入了 Barzilai Borwein 增量灰色多项式回归(BBI-GPR)来预测列车到达/出发延误,并以准确的方式用于后期的延误管理,该方法分为三个部分,如预处理、特征选择和分类。首先,将原始的 ETA 列车延误数据集作为输入,应用 Barzilai-Borwein 特征重缩放预处理,以建立计算效率高的特征重缩放和归一化值模型。其次,将处理过的特征作为输入,应用基于增量最大相关性最小冗余的特征选择来选择误差最小的最优特征。最后,将选定的最佳特征作为输入,采用基于灰色多项式回归的预测算法来分析列车延迟。为了证实所提出的 BBI-GPR 算法,并分析其性能,将标准列车延迟预测方法与现有的基于机器学习的回归方法进行了比较。结果表明,新变体优于现有的列车延误预测方法,列车延误预测时间和误差率分别减少了 25% 和 27%,准确率提高了 7%,从而为高效列车延误预测铺平了道路。
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来源期刊
Expert Systems
Expert Systems 工程技术-计算机:理论方法
CiteScore
7.40
自引率
6.10%
发文量
266
审稿时长
24 months
期刊介绍: Expert Systems: The Journal of Knowledge Engineering publishes papers dealing with all aspects of knowledge engineering, including individual methods and techniques in knowledge acquisition and representation, and their application in the construction of systems – including expert systems – based thereon. Detailed scientific evaluation is an essential part of any paper. As well as traditional application areas, such as Software and Requirements Engineering, Human-Computer Interaction, and Artificial Intelligence, we are aiming at the new and growing markets for these technologies, such as Business, Economy, Market Research, and Medical and Health Care. The shift towards this new focus will be marked by a series of special issues covering hot and emergent topics.
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