



Can very deep trees inadvertently memorize and expose sensitive information?
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what is max depth in decision tree
- How does limiting depth make the learning problem more tractable? Discuss the trade-offs between model complexity (related to max depth) and the amount of training data required to effectively train a decision tree.
- How can limiting depth contribute to building fairer models? How does max depth relate to the explainability of a decision tree model, which is crucial in many real-world applications?
- How is the depth of the tree controlled and updated in such algorithms?
- Are errors in deeper trees harder to diagnose and interpret?
- How does max depth affect the interpretability of feature importance?
- Can very deep decision trees encode biases present in the training data in complex ways? How does max depth relate to the idea of explainable AI (XAI)?
- What are the steps involved in setting up the search space and evaluating different depth values?
- Can very deep trees inadvertently memorize and expose sensitive information?
- Does the prediction time increase linearly with the depth of the tree?
- Are some splitting criteria more efficient for shallower or deeper trees? How does max depth interact with the handling of time or order dependence in sequential decision-making problems where decision trees might be used?
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