← Early-stage Startup Interview Insights
I knew the greedy decoding part cold but fumbled a bit when they pushed me to add temperature scaling and top-k.
Start by outlining the auto-regressive inference loop: given a prompt, repeatedly forward the model, sample the next token from the logits, append it to the sequence, and stop when an end-of-sequence token is generated or max length is reached. Then implement at least two sampling strategies—greedy and temperature-based top-k/top-p—and discuss trade-offs like speed, diversity, and determinism.
Pro tip: Mention that you would use key-value caching to avoid recomputing past tokens, and that you'd handle batching and padding for efficient inference. This shows awareness of real-world deployment constraints beyond just the algorithm.
Initialize the input sequence with the prompt and define stopping criteria (e.g., max length, EOS token). Loop until stopping condition is met, each time feeding the current sequence to the model to get logits for the next token.
For greedy sampling, take argmax of logits. For temperature sampling, divide logits by temperature and sample from softmax. For top-k, keep only top k logits before sampling. For top-p (nucleus), keep smallest set of tokens whose cumulative probability exceeds p.
Append the sampled token to the input sequence and repeat. Optionally, use key-value caching to avoid recomputing past hidden states, significantly speeding up generation.
If generating for multiple sequences, use padding and attention masks to handle variable lengths. Ensure that sampling is done independently per sequence in the batch.
Compare strategies: greedy is deterministic but can be repetitive; temperature adds randomness; top-k and top-p balance diversity and coherence. Mention computational cost and suitability for different applications.
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