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Tree-based machine learning methods for predicting vehicle insurance claim size
Edossa Merga Terefe1,2, Merga Abdissa Aga3
1Department of Diagnostics and Intervention, Umeå University, Umeå, Sweden.
Frontiers in Big Data
|April 8, 2026
Summary
Tree-based ensemble methods offer modest improvements in vehicle insurance claim severity prediction over traditional models. These advanced techniques complement actuarial methods by capturing non-linear effects in skewed loss data.
Area of Science:
- Actuarial science
- Machine learning
- Statistical modeling
Background:
- Accurate modeling of vehicle insurance claim severity is crucial for handling skewed and heterogeneous loss data.
- Classical parametric regression models and modern ensemble learning approaches are key methods for this challenge.
Purpose of the Study:
- To empirically compare parametric regression models with tree-based ensemble learning for predicting conditional motor insurance claim severity.
- To evaluate model performance using out-of-sample metrics and assess predictor importance.
Main Methods:
- Ordinary Least Squares (OLS), Tweedie Generalized Linear Model (GLM), Bagging, Random Forests (RFs), and Gradient Boosting were implemented.
- Cross-sectional conditional severity framework applied to real-world motor insurance data.
- Performance evaluated using Root Mean Square Error (RMSE); variable importance assessed predictor contributions.
Main Results:
- Tree-based ensemble methods showed modest improvements in predictive accuracy over classical parametric models.
- The Tweedie GLM performed competitively as a flexible parametric benchmark for skewed positive claim amounts.
- Premium and insured value were consistently identified as key determinants of claim severity.
Conclusions:
- Ensemble learning methods can enhance traditional actuarial models by providing flexibility for non-linear effects.
- These methods maintain comparable predictive performance for moderate-complexity severity data.
- The study highlights the value of integrating advanced machine learning techniques into actuarial practice.
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