Conservative Q-Improvement: Reinforcement Learning for an Interpretable Decision-Tree Policy
By Aaron M. Roth, Nicholay Topin, Pooyan Jamshidi, Manuela M. Veloso. 2019
57 citations recorded by the source corpus.
There is a growing desire in the field of reinforcement learning (and machine learning in general) to move from black-box models toward more "interpretable AI." We improve interpretability of reinforcement learning by increasing the utility of decision tree policies learned via reinforcement learning. These policies consist of a decision tree over the state space, which requires fewer parameters to express than traditional policy representations. Existing methods for creating decision tree policies via reinforcement learning focus on accurately representing an action-value function during training, but this leads to much larger trees than would otherwise be required. To address this shortcoming, we propose a novel algorithm which only increases tree size when the estimated discounted future reward of the overall policy would increase by a sufficient amount. Through evaluation in a simulated environment, we show that its performance is comparable or superior to traditional tree-based approaches and that it yields a more succinct policy. Additionally, we discuss tuning parameters to control the tradeoff between optimizing for smaller tree size or for overall reward.
Subfields: Artificial Intelligence, Reinforcement Learning, Safety, Robustness & Interpretability
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Alexey Ignatiev
- Joao Marques-Silva
- Yacine Izza
- Peter James Stuckey
- Nina Narodytska
- Jinqiang Yu
- Pierre Le Bodic
- Mikoláš Janota
In Safety, Robustness & Interpretability
Citations in the corpus
- On Explaining Decision Trees (2020, background): “Moreover, there has been work on distilling or approximating complex ML models with (soft) decision trees [21,9,8,74,76,56,75].”