← Verkada Inc. Interview Insights
The problem sounds like a basic scan until you actually think about what 'interval' means for irregular samples.
Clarify the problem constraints and edge cases, then propose a single-pass linear scan that tracks the start of the current interval when the value exceeds T and closes it when the value drops to or below T. Discuss time and space complexity, and consider follow-up questions about streaming data or large inputs.
Pro tip: Mention that the timestamps are strictly increasing, so you can rely on the input order and avoid sorting; also, explicitly handle the case where the interval extends to the end of the series.
Ask about the definition of 'exceeds' (strictly greater than T?), whether intervals are inclusive of endpoints, and how to handle empty input or no intervals. Confirm the output format (e.g., list of (start_timestamp, end_timestamp) pairs).
Propose a single-pass approach: iterate through the list, and when value > T, mark the start if not already in an interval; when value <= T, close the interval if one is open. At the end, close any open interval.
State that the algorithm runs in O(n) time and O(1) extra space (excluding output). Discuss potential alternatives like binary search if the data were sorted by value, but note that timestamps are the key ordering.
Walk through examples: all values above T, none above T, alternating, and interval at the end. Ensure the code correctly handles these without off-by-one errors.
Mention how to adapt for streaming data (e.g., maintaining state), memory constraints, or if the data is too large to fit in memory. Relate to surveillance camera use case (e.g., detecting motion events).
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.