

Can very deep decision trees encode biases present in the training data in complex ways? How does max depth relate to the idea of explainable AI (XAI)?
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what is max depth in decision tree
- How does max depth influence the bias of predictions made by a decision tree? Can we use max depth to control the degree of local fitting in a decision tree?
- Can a shallower decision tree effectively mimic the behavior of a deeper model or another type of complex model?
- Explain the reasoning behind any such differences. Explain the concept of pre-pruning in decision trees, with max depth as a key pre-pruning parameter.
- 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 does the efficiency of prediction scale with the depth of the tree? How does max depth interact with different strategies for handling categorical features in decision trees?
- Are there any depth-specific strategies for dealing with such features? Explain how max depth can be used as a parameter in automated machine learning (AutoML) frameworks for optimizing decision tree models.
- Are there any special considerations for setting max depth in the presence of missing data? Describe the effect of max depth on the runtime performance of a decision tree during prediction.
- How does max depth interact with the presence of missing values in the data?
- Are there any specific challenges associated with setting max depth in online learning? How does max depth relate to the interpretability-accuracy trade-off in decision tree modeling?
- How to monitor and mitigate bias related to tree structure? Explain how max depth relates to the concept of "black box" versus "white box" models in machine learning.
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