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I started with the naive approach, buffer the last N tokens and check for a match after each new token, where N is the length of the longest stop sequence.
Start by clarifying the problem: we need to detect stop sequences in a streaming token generator, where sequences can span multiple tokens. Propose an efficient algorithm using a trie or Aho-Corasick automaton to track partial matches, and discuss how to handle overlapping or prefix-conflicting sequences. Emphasize correctness, edge cases, and performance considerations.
Pro tip: Mention that you would maintain a buffer of recent tokens and use a finite state machine to track matches, ensuring O(n) time complexity. Also, discuss the trade-off between memory and latency when buffering tokens for detection.
Ask about the nature of stop sequences: are they strings or token sequences? Can they overlap? What should happen if multiple stop sequences match at the same position? Clarify the expected output format.
Propose using a trie or Aho-Corasick automaton to efficiently match multiple stop sequences simultaneously. Explain how to update the automaton state as each token is generated.
Describe how to maintain a buffer of tokens to detect sequences that span multiple tokens. Discuss when to emit tokens (only after ensuring they are not part of a potential stop sequence).
Explain how the automaton handles overlapping sequences (e.g., 'ab' and 'abc') and prefix conflicts (e.g., 'a' and 'ab'). Ensure the algorithm correctly identifies the earliest complete match.
Cover edge cases: stop sequence at the very beginning, multiple matches, partial matches at the end of generation, and performance implications. Verify that the returned text excludes the stop sequence.
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