I knew the static version of this problem pretty well, but the streaming interface tripped me up more than I expected.
Use a sliding window of size N over the character stream, maintaining a frequency count of the window. Compare the window's frequency count to the target's frequency count in O(1) time per step by tracking the number of matching characters or using a rolling hash. Report the position whenever the counts match.
Pro tip: Mention that you can optimize by precomputing the target's frequency array and using a difference counter to avoid full comparisons. Also, discuss how to handle Unicode or case sensitivity if relevant.
Confirm the definition of 'position' (e.g., index of the last character of the window), whether the stream is infinite, and if characters are ASCII or Unicode. Ask about memory constraints and expected throughput.
Use a fixed-size frequency array (e.g., size 256 for ASCII) for the target and the sliding window. Alternatively, use a hash map for Unicode. Maintain a counter of how many characters currently match the target's frequencies.
Initialize the window with the first N characters. For each new character, add it to the window and remove the oldest character. Update the match counter incrementally. If the match counter equals the number of distinct characters in the target, report the current position.
Time complexity is O(1) per character (amortized), total O(M) for M characters. Space is O(1) for fixed alphabet. Discuss alternative approaches like sorting the window (O(N log N) per step) and why they are inefficient.
Consider N=0, target longer than stream, repeated characters, and case-insensitivity. Discuss how to extend to multiple target words or overlapping anagrams.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.