⍝ Quicksort — the classic Roger Hui one-liner
⍝
⍝ Q ← {1≥≢⍵:⍵ ⋄ (∇⍵⌿⍨⍵<p),(p=⍵)/⍵,∇⍵⌿⍨⍵>p←⍵⌷⍨?≢⍵}
⍝
⍝ Read right-to-left:
⍝   ?≢⍵          : pick a random index in 1..length
⍝   ⍵⌷⍨…         : take that element as pivot p
⍝   ⍵>p          : boolean — elements greater than pivot
⍝   ∇⍵⌿⍨…        : recursively sort the > partition
⍝   (p=⍵)/⍵      : keep elements equal to pivot
⍝   ⍵<p          : boolean — elements less than pivot
⍝   ∇⍵⌿⍨…        : recursively sort the < partition
⍝   ,            : catenate ⟨less⟩ ⟨equal⟩ ⟨greater⟩
⍝   1≥≢⍵:⍵       : guard — base case for length ≤ 1
⍝
⍝ Stability: not stable on duplicates (but eq-class is preserved as a block).
⍝ Worst case O(N²) on already-sorted input with deterministic pivot;
⍝ randomized pivot selection gives expected O(N log N).
⍝
⍝ Examples:
⍝   Q 3 1 4 1 5 9 2 6 5 3 5    →  1 1 2 3 3 4 5 5 5 6 9
⍝   Q ⍳0                        →  ⍬   (empty)
⍝   Q ,42                       →  42

quicksort ← {1≥≢⍵:⍵ ⋄ p←⍵⌷⍨?≢⍵ ⋄ (∇⍵⌿⍨⍵<p),(p=⍵)/⍵,∇⍵⌿⍨⍵>p}