Part one was fine, just storing logs per test.
Start by clarifying the problem constraints and assumptions, then propose a design that leverages the globally increasing timestamps to maintain ordered data structures. For each operation, describe the data structures (e.g., balanced BSTs, heaps, interval trees) and algorithms, and analyze time/space complexities. Finally, discuss trade-offs and potential optimizations.
Pro tip: Emphasize how the strictly increasing timestamps simplify the problem: you can process events in order and avoid sorting, which is a key insight that interviewers look for. Also, proactively mention edge cases like multiple failures without a pass, or overlapping failure periods.
Ask questions to confirm the meaning of 'failing streak', 'simultaneously failing', and whether timestamps are unique and strictly increasing. Clarify if test_id and status are from a known set, and if queries are online or offline.
Propose storing per-test event lists (e.g., in a balanced BST or sorted array) to track status changes. For get_min_fix_time, maintain the minimum duration of a fail-to-pass transition, updating it on each log.
Use a sweep-line approach with a segment tree or interval tree to track the number of distinct failing tests over time. Maintain the longest interval where the count >= min_tests.
For each operation, state the complexity: log O(log n) or O(1) amortized, get_min_fix_time O(1) or O(log n), get_max_concurrent_failure_period O(log n) or O(k) where k is number of events. Space O(n).
Compare different approaches (e.g., maintaining a global timeline vs. per-test structures). Mention how to handle updates efficiently and potential concurrency issues if the logger is streaming.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.