Keywords: decision tree, gradient descent, tabular data
Abstract: Decision Trees (DTs) are widely used in various domains for their simplicity and interpretability. However, traditional DTs often suffer from low accuracy and reduced robustness because they rely on fixed splits and a greedy approach to decision-making. While recent approaches combining decision trees with optimization seek to balance accuracy, computational efficiency, and interpretability, they still fall short. In this paper, we introduce a novel Probabilistic univariate Decision Tree (ProuDT), a non-greedy, axis-aligned tree that aims to address these challenges and achieve significant improvements. By assigning a single deterministic feature to each decision node, ProuDT ensures univariate splits while preserving the differentiability of soft decision trees for gradient-based optimization. This tree enhances interpretability through transparent feature utilization in decision-making. Additionally, ProuDT simplifies the optimization process and reduces computational cost by avoiding complex parameters. Extensive experiments on tabular datasets demonstrate ProuDT’s superior performance and scalability in binary and multi-class classification tasks.
Primary Area: other topics in machine learning (i.e., none of the above)
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Submission Number: 13015
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