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Optimization Methods for Interpretable Differentiable Decision Trees in Reinforcement Learning

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arxiv 1903.09338 v5 pith:6NSCU2L3 submitted 2019-03-22 cs.LG stat.ML

classification cs.LGstat.ML
keywords decisionlearningtreesgradienttreedescentdifferentiableinterpretability
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abstract

Decision trees are ubiquitous in machine learning for their ease of use and interpretability. Yet, these models are not typically employed in reinforcement learning as they cannot be updated online via stochastic gradient descent. We overcome this limitation by allowing for a gradient update over the entire tree that improves sample complexity affords interpretable policy extraction. First, we include theoretical motivation on the need for policy-gradient learning by examining the properties of gradient descent over differentiable decision trees. Second, we demonstrate that our approach equals or outperforms a neural network on all domains and can learn discrete decision trees online with average rewards up to 7x higher than a batch-trained decision tree. Third, we conduct a user study to quantify the interpretability of a decision tree, rule list, and a neural network with statistically significant results ($p < 0.001$).

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  1. A Geometric Theory of Cognition for Machine Intelligence

    cs.AI 2025-12 reject novelty 4.0 of 10

    Cognition is re-described as Riemannian gradient flow on a manifold; an anisotropic metric makes fast intuitive and slow deliberative timescales emerge from a single equation.

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