I did not have a good answer for this and kind of knew it in the moment.
Start by framing the problem as a trade-off between recall coverage and ranking cost, then propose a lightweight predictor that estimates the marginal value of additional candidates per user. Design the system to output a dynamic K based on user context, item distribution, and latency budget, and validate with offline simulations and online A/B tests.
Pro tip: Emphasize that dynamic K should be optimized for end-to-end metrics like watch time or CTR, not just recall, and mention that you'd cap K to avoid latency spikes during traffic surges.
Clarify that the goal is to maximize ranking quality (e.g., NDCG, CTR) while respecting latency and compute budgets. Identify key constraints: ranker latency, QPS, and recall stage throughput.
Propose a lightweight model (e.g., gradient-boosted trees or a small MLP) that predicts the expected improvement in ranking metrics from increasing K by a certain amount, using features like user activity, item popularity, and recall score distribution.
Use the predicted marginal gain to choose K per request, e.g., by solving an optimization that balances gain and cost, or by thresholding the predicted gain. Incorporate a fallback fixed K for cold-start or high-load scenarios.
Describe how the predictor is trained (offline with logged data) and served (online with low latency), and how K is passed to the recall stage. Ensure the system can handle variable K without introducing bottlenecks.
Outline offline evaluation using replay and simulation, and online A/B testing with metrics like watch time, CTR, and latency. Discuss monitoring and retraining cadence.
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