The problem sounds clean on paper but the edge cases stack up fast.
Start by clarifying requirements and constraints, then propose a data structure like a min-heap keyed by expiration time to efficiently consume from earliest-expiring grants. Discuss lazy deletion of expired grants during balance queries and consumption, and analyze time/space complexity while considering trade-offs for different scales.
Pro tip: Mention that you would use a min-heap for efficient consumption and a separate variable for total balance, but also discuss how to handle expired grants lazily to avoid O(n) cleanup on every operation. This shows you think about real-world performance and edge cases.
Ask about expected scale (number of grants, operations per second), whether expiration times are known in advance, and if concurrent access is needed. This determines the choice of data structures and synchronization.
Propose a min-heap (priority queue) keyed by expiration time to track grants, and maintain a running total of non-expired credits. Consider using a hash map for quick grant lookup if needed for updates or deletions.
For createGrant: add to heap and update total. For subtract: lazily remove expired grants from heap top, then consume from earliest-expiring grants, updating total. For getBalance: lazily remove expired grants and return total.
Discuss time complexity: O(log n) for insert, amortized O(log n) for subtract (due to lazy deletion), and O(1) for balance after cleanup. Compare with alternative approaches like sorted lists or balanced BSTs.
Cover scenarios like consuming more credits than available, grants expiring mid-operation, and potential concurrency issues. Suggest extensions like persistence or distributed ledger if relevant.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.