← Databricks Interview Insights
The core RLE part was fine, just track current token and count, emit when it changes.
Start by clarifying the streaming context and backpressure semantics, then outline a stateful operator that buffers the current run and emits pairs only when the token changes or the stream ends. Emphasize how you handle backpressure by propagating demand upstream and using non-blocking emission, and discuss trade-offs between latency, memory, and throughput.
Pro tip: Mention that you would use a bounded buffer and only emit when downstream requests, avoiding unbounded memory growth; also note that run-length encoding can be done with O(1) state per stream, which is a key selling point for streaming systems.
Ask about the token type, stream characteristics (ordered, infinite), backpressure model (pull-based like Reactive Streams or push-based with flow control), and expected output format.
Maintain a current token and a run length counter. On each incoming token, if it equals the current token, increment the counter; otherwise, emit the previous (token, count) pair and reset state.
Use a pull-based model where downstream requests drive emission. Buffer at most one pending pair and only emit when there is demand; if no demand, pause consumption from upstream to avoid buffering.
On completion, emit the final run if any. Handle empty streams, single-token streams, and ensure no data loss when backpressure delays emission.
Compare latency vs. throughput (e.g., emitting eagerly vs. batching), memory usage (constant vs. buffering), and potential for parallelization or windowing if needed.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.
This is where the interview got interesting.
Start by clarifying the constraints: what 'last K encoded pairs' means (e.g., most recent K pairs in the stream), what the downstream sink expects, and whether ordering matters. Then propose a bounded buffer with a flush policy that emits the oldest pair when the buffer exceeds K, and handle boundary correctness by ensuring the flushed state and in-memory state are consistent (e.g., by never splitting a run across the boundary or by tracking the last emitted pair's value and count).
Pro tip: Emphasize that correctness at the boundary requires either atomic flush of complete runs or maintaining a small amount of state (like the last emitted value and its count) to merge with the next run if needed. This shows you understand the subtlety of streaming RLE.
Ask about the definition of 'last K encoded pairs', whether the sink can handle partial runs, and if ordering must be preserved. Confirm if K is fixed or dynamic.
Use a FIFO queue of size K to hold encoded pairs. When a new pair is added and the queue exceeds K, emit the oldest pair to the sink. Ensure the queue never holds more than K pairs.
To avoid splitting a run across the boundary, either delay emitting a pair until you know it's complete (i.e., the next value differs), or maintain the last emitted pair's value and count so you can merge if the next in-memory pair has the same value.
Consider what happens if the sink fails or if the process restarts. Discuss idempotency, checkpointing the last emitted state, or using a transactional sink to guarantee exactly-once semantics.
Compare this approach with alternatives like using a larger buffer, windowing, or approximate algorithms. Mention memory vs. correctness trade-offs and how K affects latency and throughput.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.