I went straight to a min-heap keyed on the deadline field and they seemed fine with that.
Start by clarifying requirements and edge cases, then propose a min-heap keyed by deadline as the core data structure. Discuss the trade-offs of different implementations (e.g., heap vs. sorted list) and how to handle subtasks, ensuring the solution is efficient and scalable.
Pro tip: Mention that you would use a stable tie-breaker (like task ID or insertion order) for tasks with the same deadline to ensure deterministic behavior, and discuss how to handle dynamic updates if deadlines can change.
Ask about expected input sizes, whether tasks can have the same deadline, if subtasks affect scheduling, and if tasks can be updated or removed after insertion.
Propose a min-heap (priority queue) keyed by deadline for O(log n) insertion and O(log n) extraction. Discuss alternatives like a sorted list (O(n) insertion) or balanced BST.
Define TaskScheduler with AddTasks(list) and ConsumeTask() methods. Specify that ConsumeTask returns the task object or 'no task' if empty.
Address empty scheduler, tasks with equal deadlines (use tie-breaker), and potential concurrency if needed. Ensure 'no task' is returned appropriately.
State time and space complexity: O(log n) per operation, O(n) space. Compare with other approaches to show trade-off awareness.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.