



How does limiting depth affect the granularity of the decisions? Discuss the impact of max depth on the calibration of probability estimates produced by a classification tree.
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what is max depth in decision tree
- What is the definition of max depth in a decision tree?
- How does the computational cost of hyperparameter tuning for max depth scale with the number of values tested?
- How does limiting the complexity of the tree through max depth improve generalization?
- Are standard decision trees with a fixed max depth well-suited for time series analysis?
- Are there any situations where a default max depth might be sufficient? How does max depth relate to the idea of model selection uncertainty?
- What are some signs that the chosen depth is too small or too large?
- Explain how cross-validation helps in evaluating the generalization performance for different depth values.
- How to balance interpretability and accuracy through depth control? How does max depth relate to the challenges of working with imbalanced datasets in decision tree modeling, where one class is much more frequent than others?
- Do shallower trees tend to produce more linear or simpler boundaries?
- Are there situations where a shallow tree can still be very complex? Discuss the interaction between max depth and the handling of categorical features with many levels (high cardinality).
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