


How does max depth impact the computational cost of predicting with a decision tree? Is there a rule of thumb for choosing an initial value for max depth?
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what is max depth in decision tree
- Explain why different criteria might lead to different optimal depths. Discuss the use of max depth in specialized types of decision trees, such as those used for survival analysis or multi-output prediction.
- How should these hyperparameters be tuned together?
- How can we visualize the effect of different max depth values on a decision tree?
- Do shallower decision trees inherently provide better explanations?
- How does pre-pruning help to prevent overfitting?
- Are deeper trees more susceptible to variations in the training set?
- Does the optimal depth differ for anomaly detection compared to standard
- How does depth affect the confidence intervals of predictions? Discuss the role of max depth in very large-scale machine learning applications involving decision trees and massive datasets.
- What criteria are used for early stopping? How does max depth interact with the choice of splitting criterion used in a decision tree (e.g., Gini impurity, entropy, mean squared error)?
- What are the implications of a very small max depth? What are the implications of a very large max depth?
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