



Does the optimal depth differ for anomaly detection compared to standard
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what is max depth in decision tree
- How does max depth influence the complexity of the prediction function in a regression tree? Can we use a validation set to evaluate the performance of a decision tree with different max depths?
- Are deeper trees more prone to overfitting in extrapolation scenarios?
- In what situations might a very shallow decision tree be preferred?
- How does max depth interact with the presence of noisy data? What is the effect of max depth on the stability of the decision tree model?
- Do deeper trees require more data to avoid overfitting?
- Should we generally use deeper trees for larger datasets?
- Are there any scenarios where simply limiting max depth is insufficient for preventing overfitting? How does max depth relate to the curse of dimensionality?
- How do deeper branches of the tree focus on smaller subsets of the data?
- How does the optimal max depth potentially change when transferring a model to a new domain? How does max depth interact with the presence of correlated features in the data?
- How can limiting depth improve the robustness of the model? Explain the relationship between max depth and the number of leaf nodes in a decision tree.
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