I went straight to parallel merge sort, split the array into chunks and assign each chunk to a thread, merge at the end.
Start by clarifying the problem constraints (array size, integer range, memory, hardware) and then propose a parallel merge sort using a thread pool, as it's stable and has good parallel efficiency. Walk through the design decisions: thread pool sizing based on cores and workload, sequential fallback for small subarrays, parallel merging with k-way merge or merge tree, and verification via checksums and spot checks.
Pro tip: Mention that you'd benchmark with different thread counts and array sizes to find the sweet spot, and that you'd use a work-stealing pool to handle uneven workloads. Also, emphasize that correctness verification should include both deterministic checks (e.g., sortedness) and probabilistic checks (e.g., checksum) to catch subtle bugs.
Ask about array size, integer range, memory limits, hardware (cores, cache), and whether stability is required. This informs algorithm choice and parallelization strategy.
Propose parallel merge sort (or parallel quicksort with careful pivot selection) and justify why it's suitable for large arrays. Explain how to divide the array into chunks and sort each in parallel.
Determine thread pool size (e.g., number of cores or cores+1) and explain when to fall back to sequential sort (e.g., subarray size below threshold). Discuss dynamic load balancing with work-stealing.
Describe how to merge sorted subarrays in parallel: either pairwise merges in a tree or a k-way merge using a priority queue. Discuss memory usage and cache efficiency.
Outline how to verify correctness: check sortedness, compare with sequential sort on small inputs, use checksums, and run stress tests with random data. Mention performance metrics.
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