Model Selection, Tuning, and Generalization Questions
Choosing and tuning models so they generalize to unseen data rather than memorizing the training set. Covers the bias-variance tradeoff and its decomposition, diagnosing over- and under-fitting from learning curves, and regularization techniques such as L1/L2 penalties, dropout, and early stopping, alongside cross-validation strategies and grid, random, and Bayesian hyperparameter search. Emphasizes a principled, reproducible process for selecting model complexity and tuning against a real compute-versus-accuracy budget rather than ad-hoc trial and error.
You're rolling out an experiment-tracking tool (e.g. MLflow) to track hyperparameter-tuning experiments across a team. What fields and artifacts would you require every logged run to capture, and how would you design the schema so search provenance can be audited later?
Show how you'd implement nested cross-validation in scikit-learn for model selection: the inner loop performs a grid or randomized search to tune hyperparameters, and the outer loop reports an unbiased generalization estimate. What's different about doing this in a way that's reproducible across a team versus a one-off script?
Implement a lightweight distributed hyperparameter search coordinator in Python: it should accept a list of candidate configurations and a pool of workers, dispatch configurations to available workers, collect results as they complete, and support workers joining or leaving mid-run.
Design an end-to-end model-selection and hyperparameter-tuning pipeline for a production ML team: data splitting policy, the search strategy you'd default to, how candidate models get promoted from experimentation to a champion, and how the whole thing stays reproducible and auditable as headcount grows.
Design a distributed hyperparameter tuning platform that scales to thousands of concurrent trials across a cluster, leveraging ephemeral cloud spot instances and gracefully handling preemption. What state do you need to checkpoint, and how do you avoid losing an in-progress trial's partial results?
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