← Applied intuition Interview Insights
This one took a while to get my footing on.
Start by clarifying requirements and edge cases, then propose a data structure like a hash map combined with a min-heap or balanced BST to track events by ID and expiry times. Explain how to handle each edge case and analyze time/space complexity, emphasizing trade-offs between different approaches.
Pro tip: Mention that using a lazy deletion strategy with a heap avoids O(n) removals and keeps operations efficient, and explicitly state how you'd handle clock skew or out-of-order events by comparing timestamps rather than relying on arrival order.
Ask questions to confirm the definitions of timeout, how pings and ends affect state, and the expected behavior for duplicates, out-of-order events, and invalid timeouts. Explicitly list the edge cases you will handle.
Propose a hash map from event ID to its last update timestamp and status (active/inactive), plus a priority queue (min-heap) keyed by expiry time (last_update + T) for efficient timeout detection. Discuss alternatives like balanced BST or timing wheel.
For start: create or reset the event's last update and add to heap. For ping: update last update and push new expiry. For end: mark event as ended and optionally remove from heap lazily. Handle duplicates and out-of-order by comparing timestamps.
Pop from the heap while the top's expiry <= now_ts, validate that the event is still active and its last update + T <= now_ts (to handle stale heap entries), and collect timed-out event IDs. Return the list.
State that process is O(log n) due to heap insertion, get_timed_out is O(k log n) where k is number of timed-out events (amortized O(log n) per event), and space is O(n). Explain how each edge case is handled and any assumptions.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.