The birthday logic tripped me up more than I expected.
Start by clarifying the problem: define 'next upcoming birthday' relative to the current date, and 'closest' as the minimum absolute difference in days between the event date and that birthday. Then outline an algorithm that computes the next birthday for the customer, iterates through events to find the closest, and applies a deterministic tiebreaker (e.g., earliest event date, then event ID). Finally, discuss efficiency improvements like pre-sorting events by date or using a balanced BST for O(log n) queries.
Pro tip: Mention that you would handle edge cases like February 29 birthdays and events in different time zones, and that the tiebreaker should be documented and consistent to avoid non-deterministic behavior in production.
Define 'next upcoming birthday' (e.g., if today is after this year's birthday, use next year's), and specify the tiebreaker (e.g., earliest event date, then event ID). Consider leap years and time zones.
Compute the customer's next birthday date. Iterate through all events, calculate the absolute difference in days between each event date and the birthday, and track the event with the smallest difference. Apply the tiebreaker when differences are equal.
The naive approach is O(n) per query. For efficiency, pre-sort events by date and use binary search to find the closest event to the birthday, reducing query time to O(log n) after O(n log n) preprocessing.
Compare linear scan vs. sorted array vs. balanced BST. Consider memory, update frequency, and whether multiple customers will query the same event collection. Mention caching or indexing if needed.
Recap the chosen approach, emphasizing correctness, determinism, and efficiency. Mention any assumptions made and how you would test edge cases.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.