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Why Quick Sort Dominates Among Sorting Algorithms!
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356 回視聴10高評価1:23samarthtuliofficial元のリリース: 2026-05-25

Quick Sort achieves its efficiency through a partitioning strategy that uses a pivot element to divide an array into smaller and larger subarrays, placing the pivot in its final sorted position; this in-place algorithm recursively applies the same process to subarrays, resulting in O(n log n) average time complexity while requiring only O(log n) space for the recursion stack, making it cache-friendly and highly practical for production environments despite its O(n²) worst-case scenario.

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