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Core
MLE, MAP, and Bayesian vs Frequentist
Maximum likelihood chooses the parameters that make the observed data most probable; MAP adds a prior and chooses the most probable parameters given the data. MAP reduces to MLE when the prior is flat, and the prior serves as regularization. AI, ML, and GenAI engineer interviews probe this to check whether you know where priors enter your models, why L2 regularization is a Gaussian prior in disguise, and the practical split between point estimates and full posteriors.
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RELATED CONCEPTS
PRACTICE THIS IN REAL QUESTIONS
Machine Learning & Data ScienceExplain MLE vs MAP and apply Bayes' theorem to a medical-test (base-rate) problem.→Machine Learning & Data ScienceDesign an A/B test for a model change: power, sample size, significance, and the peeking problem.→Machine Learning & Data ScienceContrast L1 and L2 regularization. Why does L1 produce sparse weights?→LLM & GenAI FundamentalsWhat is catastrophic forgetting, and how do you prevent it when fine-tuning or continually training an LLM?→Machine Learning & Data ScienceExplain the Central Limit Theorem, and the difference between correlation and causation (with Simpson's paradox).→Machine Learning & Data ScienceWalk through the common probability distributions and when each applies.→
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