Applied ML Problem Framing and Tradeoffs Questions
Turning an ambiguous real-world problem into a well-posed ML solution. Covers problem definition and objective specification, mapping business goals to a modeling objective, stakeholder and objective-function tradeoffs, computational feasibility and resource constraints, and walking through past ML projects and their decisions. Emphasizes judgment about whether and how ML applies before any modeling begins.
You need to convince a non-technical executive that a smaller, cheaper model is preferable to a high-cost model with only a marginal accuracy improvement. How would you structure that conversation: what visuals, KPIs, and risk-analysis points would you use, and how would you align the decision with the executive's own priorities?
As an ML engineering lead with limited resources, how would you prioritize between building labeling infrastructure, improving the model architecture, and engineering new features, for a high-impact product with scarce labeled data? Walk through your decision criteria, how you'd estimate ROI for each option, and a phased plan.
You need to reduce data-transfer and storage cost for large embedding tables used across training and serving locations. Propose technical strategies: sharding embeddings, caching hot items, and compressing vectors, and discuss the operational trade-offs for consistency and complexity. Also cover the storage-and-serving trade-off for embedding-based recommendation features specifically: precomputing nearest neighbors versus scoring on the fly.
You're several sprints into improving a model for a product feed. How would you structure the ongoing iteration cycle so that each sprint actually produces something shippable rather than just incremental offline-metric gains?
You need to optimize for three things that pull against each other: rider wait time, platform revenue, and driver earnings, where each is effectively owned by a different stakeholder group. Propose an approach for representing and reconciling these competing objectives, and describe how you would decide (and defend) where to land when they genuinely conflict.
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