Publication: A novel approach to explain the black-box nature of machine learning in compressive strength predictions of concrete using Shapley additive explanations (SHAP)
Type:
Article
Date
2022-04
Journal Title
Journal ISSN
Volume Title
Publisher
Elsevier
Abstract
Machine learning (ML) techniques are often employed for the accurate prediction of the
compressive strength of concrete. Despite higher accuracy, previous ML models failed to interpret
the rationale behind predictions. Model interpretability is essential to appeal to the interest of
domain experts. Therefore, overcoming research gaps identified, this research study proposes a
way to predict the compressive strength of concrete using supervised ML algorithms (Decision
tree, Extra tree, Adaptive boost (AdaBoost), Extreme gradient boost (XGBoost), Light gradient
boosting method (LGBM), and Laplacian Kernel Ridge Regression (LKRR). Alternatively, SHapley
Additive exPlainations (SHAP) – a novel black-box interpretation approach - was employed to
elucidate the predictions. The comparison revealed that tree-based algorithms and LKRR provide
acceptable accuracy for compressive strength predictions. Moreover, XGBoost and LKRR algorithms evinced superior performance (R ¼ 0.98). According to SHAP interpretation, XGBoost
predictions capture complex relationships among the constituents. On the other hand, SHAP
provides unified measures on feature importance and the impact of a variable for a prediction.
Interestingly, SHAP interpretations were in accordance with what is generally observed in the
compressive behavior of concrete, thus validating the causality of ML predictions.
Description
Keywords
Explainable machine learning, Compressive strength, Tree-based regression, SHAP explanation, Laplacian kernel Ridge Regression
Citation
Ekanayake, Imesh & Meddage, D. P. P. & Rathnayake, Upaka. (2022). A novel approach to explain the black-box nature of machine learning in compressive strength predictions of concrete using Shapley additive explanations (SHAP). Case Studies in Construction Materials. 16. 1-20. 10.1016/j.cscm.2022.e01059.
