I went with a sorted structure keyed on parsed timestamps and figured that was enough.
Start by clarifying requirements and constraints, then propose a data structure that supports efficient insertion and range queries with granularity-based aggregation. Walk through the design, analyze time and space complexity, and discuss trade-offs and optimizations.
Pro tip: Mention that timestamps can be converted to epoch time for easy bucketing, and consider using a balanced BST or skip list for ordered storage with efficient range queries. Also, discuss how to handle out-of-order inserts and memory constraints.
Ask about expected data volume, query patterns, latency requirements, and whether entries can be out of order. Confirm that granularity means grouping results by the specified time unit.
Propose using a balanced binary search tree (e.g., Red-Black Tree) or a skip list to store entries keyed by timestamp, enabling O(log n) insertion and efficient range queries. Alternatively, consider a time-bucketed hash map for fixed granularities.
For add, insert the entry into the ordered structure. For query, traverse the range [start, end] and aggregate entries into buckets based on the granularity (e.g., truncate timestamps to the granularity level).
Discuss time complexity: O(log n) for add, O(log n + k) for query where k is the number of entries in range. Space complexity: O(n). Compare with alternatives like sorted arrays (O(n) insert) or hash maps (O(1) insert but O(n) range query).
Explain how to handle memory constraints: use compression, eviction policies, or disk-based storage. For ordering, ensure the structure maintains sorted order by timestamp; handle duplicate timestamps with unique IDs.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.
This one felt more familiar coming from backend work.
Start by clarifying the requirements and constraints, then outline a design that uses an internal fixed-size buffer to batch writes, handles partial writes by looping until all bytes are written, and ensures thread safety with synchronization. Discuss trade-offs between buffer size, system calls, and latency, and cover error handling and flush/close semantics.
Pro tip: Mention that you would flush the buffer before close and ensure that close is idempotent, and consider using a lock or thread-local buffering to balance thread safety and performance.
Ask about the expected usage patterns, thread safety requirements, and whether the sink is thread-safe. Confirm that partial writes must be handled and that ordering must be preserved.
Use an internal byte array of fixed size (e.g., 8KB) to accumulate data. When the buffer is full, write it to the sink, handling partial writes by looping until all bytes are written.
write(data) copies data into the buffer, flushing when full. flush() writes any buffered data to the sink. close() flushes and then closes the sink, ensuring idempotency.
When writing to the sink, loop until all bytes are written, handling partial writes. Propagate errors appropriately, possibly wrapping them in a custom exception.
Synchronize write, flush, and close methods to prevent concurrent access issues. Alternatively, use a lock per buffer or document that the class is not thread-safe if performance is critical.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.