



How does max depth affect the complexity of the decision tree model? How does max depth affect the interpretability of the decision tree model?
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what is max depth in decision tree
- What are the implications for the generalizability of these rules? How does max depth affect the ability of a decision tree to capture non-linear relationships in the data?
- Are there any situations where a default max depth might be sufficient? How does max depth relate to the idea of model selection uncertainty?
- Can deeper trees learn more complex and potentially discriminatory rules?
- Are standard decision trees with a fixed max depth well-suited for time series analysis?
- Are deeper trees more likely to be influenced by these noisy points?
- In what situations might a very shallow decision tree be preferred?
- Does increasing max depth always lead to a decrease in training error?
- 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.
- What are some signs that the chosen depth is too small or too large?
- How do these decision boundaries change as max depth increases?
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