可解释性
稳健性(进化)
计算机科学
人工智能
平滑的
多元统计
多元自适应回归样条
时间序列
残余物
工程类
数据挖掘
机器学习
算法
线性回归
贝叶斯多元线性回归
生物化学
化学
计算机视觉
基因
作者
Wenchao Zhang,Peixin Shi,Zhansheng Wang,Huajing Zhao,Xiaoqi Zhou,Pengjiao Jia
标识
DOI:10.1108/ec-08-2022-0578
摘要
Purpose An accurate prediction of the deformation of retaining structures is critical for ensuring the stability and safety of braced deep excavations, while the high nonlinear and complex nature of the deformation makes the prediction challenging. This paper proposes an explainable boosted combining global and local feature multivariate regression (EB-GLFMR) model with high accuracy, robustness and interpretability to predict the deformation of retaining structures during braced deep excavations. Design/methodology/approach During the model development, the time series of deformation data is decomposed using a locally weighted scatterplot smoothing technique into trend and residual terms. The trend terms are analyzed through multiple adaptive spline regressions. The residual terms are reconstructed in phase space to extract both global and local features, which are then fed into a gradient-boosting model for prediction. Findings The proposed model outperforms other established approaches in terms of accuracy and robustness, as demonstrated through analyzing two cases of braced deep excavations. Research limitations/implications The model is designed for the prediction of the deformation of deep excavations with stepped, chaotic and fluctuating features. Further research needs to be conducted to expand the model applicability to other time series deformation data. Practical implications The model provides an efficient, robust and transparent approach to predict deformation during braced deep excavations. It serves as an effective decision support tool for engineers to ensure the stability and safety of deep excavations. Originality/value The model captures the global and local features of time series deformation of retaining structures and provides explicit expressions and feature importance for deformation trends and residuals, making it an efficient and transparent approach for deformation prediction.
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