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This Python script verifies that the article's pseudocode both sorts correctly and does the theoretical minimum number of writes for all sort-distinguishable arrays (['b', 'b', 'c', 'a'] and [25, 25, 1003, -5] are indistinguishable to a sorter, so you need check only one of each kind) of a certain length. I've tested it with lengths 0 through 10. — Olathe (talk) 20:00, 4 October 2010 (UTC)
import itertools def test(length=5): if length == 0: arr = [] print arr, writes = cycleSort(arr) print writes if writes != 0: print "ERROR: cycleSort made excessive writes!" if len(arr) != 0: print "ERROR: cycleSort changed array length!" return # Horribly inefficient way to test all sorting-unique test vectors. for tup in itertools.product(range(length), repeat=length): arr = [x for x in tup] seq = True for i in range(max(arr)): if not (i in arr): seq = False if seq: bak = sorted(arr) neededWrites = length for i in range(len(arr)): if arr[i] == bak[i]: neededWrites -= 1 print arr, writes = cycleSort(arr) print writes if len(arr) != length: print "ERROR: cycleSort changed array length!" return if arr != bak: print "ERROR: cycleSort didn't sort right!" return if writes != neededWrites: print "ERROR: cycleSort made excessive writes!" return