



How does max depth limit the growth of a decision tree?
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what is max depth in decision tree
- What are the limitations of this rule of thumb? Discuss the role of cross-validation in determining an appropriate max depth for a decision tree.
- 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?
- How can controlling max depth improve the robustness of the model? What is the impact of max depth on the calibration of probability estimates produced by a classification tree?
- How does max depth relate to the minimum number of samples required at a leaf node? Are there any visualization tools that help in understanding the effect of max depth?
- Does limiting max depth help in mitigating the negative impacts of multicollinearity? What is the role of max depth in online learning scenarios where data arrives sequentially?
- Does the optimal depth vary depending on the metric of interest?
- Do decision tree algorithms handle missing values differently with varying max depths? How does max depth affect the robustness of a decision tree to changes in the training data?
- Are shorter paths in shallower trees easier to understand and explain?
- What are the limitations? How does max depth interact with the use of decision trees in interactive machine learning systems, where users can explore and understand the model's behavior through interactive visualizations or by querying individual predictions?
- Does a limited max depth help mitigate the impact of class imbalance?
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