This one took me a minute to get my footing.
Start by clarifying constraints (exact vs approximate, memory limit, file size) and then present a scalable solution: external sort or hash-based partitioning to count frequencies, followed by a min-heap for top K. Discuss how the approach adapts for hundreds of GB (e.g., distributed processing) and when approximate answers are acceptable (e.g., Count-Min Sketch).
Pro tip: Always quantify memory usage and I/O trade-offs; mentioning specific numbers (e.g., '1 billion IPs ~ 4GB raw, but with hash map overhead ~ 20GB') shows practical experience. Also, consider using a disk-based hash table or embedded database like SQLite for simplicity.
Ask about exact vs approximate, memory limit, file size, and whether the file fits on disk. This determines the algorithm choice.
For exact counts, use external sort or hash partitioning to bring identical IPs together. For approximate, use Count-Min Sketch or Lossy Counting.
After counting, use a min-heap of size K to efficiently find the top K frequent IPs, or sort the counts if K is large.
If the file is too large for a single machine, use MapReduce or a distributed framework (e.g., Spark) to partition and count in parallel.
Compare time vs memory vs accuracy. Mention compression, sampling, or streaming algorithms to handle constraints.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.