← Sorting Algorithms

Flash Sort

A distribution sort that classifies elements into m classes, permutes them into approximate order, then finishes with insertion sort. O(n) for uniform data.

Ready
Phase: Idle
Comparisons: 0
Swaps: 0
Min/Max: -
Complexity: O(n) uniform, O(n²) worst

How Flash Sort Works

Phase 1 - Classify: Find min/max. Count how many elements fall in each of m classes (like bucket boundaries).
Phase 2 - Prefix sum: Convert counts to cumulative positions.
Phase 3 - Permute: Cyclically move elements to their approximate correct positions using class info.
Phase 4 - Insertion sort: Final cleanup since elements are nearly sorted.

Effectively a refined bucket sort. The colored zones show class boundaries.