



How to select a depth that promotes robust generalization? Explain how max depth relates to the computational trade-offs in implementing different splitting criteria for decision trees.
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what is max depth in decision tree
- Can limiting depth make the model more resilient to noise?
- How does max depth relate to the minimum number of samples required to split a node?
- What are some best practices for hyperparameter tuning? Discuss the challenges and considerations when setting the max depth for decision trees applied to high-dimensional data.
- Can deep trees exploit subtle patterns in correlated features that shallower trees might miss?
- 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).
- What are the steps involved in using cross-validation for tuning max depth? Compare and contrast the effects of small, medium, and large max depth values on the performance and characteristics of a decision tree.
- How does max depth relate to the concept of model capacity? Is it always better to have a more complex model (deeper tree) if we have enough data?
- How can we find the optimal balance using max depth? Discuss the role of max depth in making a decision tree model more or less interpretable.
- How does the typical depth of a well-performing decision tree compare to the complexity of other models?
- Provide examples of scenarios where each might be appropriate or inappropriate.
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