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Parth Arora · @heyparth

Draft Model Accuracy

From x.com/heypartharora

I explored speculative decoding, a technique that pairs a small draft model with a large target model to accelerate autoregressive LLM inference by generating several candidate tokens in one cheap pass and verifying them in a single expensive pass.

  • Metrics to monitor:
    1. Accepted tokens per verification step (acceptance rate).
    2. Inter‑token latency.
    3. Performance under realistic concurrent request loads.
  • Results (illustrative):
    • When the draft correctly predicts four tokens, the large model performs a single verification pass, reducing work from four passes to one.
    • Acceptance rates range from 70‑90 % with high‑quality drafts to below 30 % with poor drafts.
    • Reported latency improvements span 2×‑4× versus baseline autoregressive decoding, depending on draft quality and concurrency.
  • Open Questions:
    • How does draft model size versus quality affect overall throughput under varying request loads?
    • What is the optimal draft length for different hardware configurations?
    • Can adaptive strategies dynamically adjust draft length based on observed acceptance rates?
    • How does speculative decoding interact with beam search or other constrained decoding methods?
    • What are the security or alignment implications of introducing a draft model that may bias the token distribution before verification?
  • Decisions:
    • Do not evaluate solely by "tokens per second" because efficiency depends on acceptance rate and verification latency.
  • Methods:
    1. Draft Generation: run the small model to produce a short sequence (e.g., four tokens).
    2. Target Evaluation: feed the whole candidate sequence to the large model in one forward pass with causal masking.
    3. Acceptance Test: compute p_target and p_draft for each token and accept with probability min(1, p_target/p_draft).
    4. Rejection Handling: if a token is rejected, discard remaining draft tokens and sample a correction token from the residual distribution.
    5. Iterate using accepted tokens as context.