Я сделал много изменений, чтобы заставить это работать, так что, надеюсь, вы сможете просмотреть их и узнать о них. Я старался комментировать как мог.
function radix_sort(x)
pass, maxstring = 0, 0
-- to avoid overwriting x, copy into bucket like this
-- it also gives the chance to init maxstring
bucket={}
for n=1,#x,1 do
-- since we can, convert all entries to strings for string functions below
bucket[n]=tostring(x[n])
key_length = string.len(bucket[n])
if key_length > maxstring then
maxstring = key_length
end
end
-- not a fan of "while true ... break" when we can set a condition here
while pass <= maxstring do
pass = pass + 1
-- init both queue and all queue entries so ipairs doesn't skip anything below
queue = {}
for n=1,10,1 do
queue[n] = {}
end
-- go through bucket entries in order for an LSD radix sort
for n=1,#bucket,1 do
key_length = string.len(bucket[n])
key = bucket[n]
-- for string.sub, start at end of string (LSD sort) with -pass
if key_length >= pass then
pool = tonumber(string.sub(key, pass*-1, pass*-1))
else
pool = 0
end
-- add to appropriate queue, but no need to remove from bucket, reset it below
table.insert(queue[pool + 1], key)
end
-- empty out the bucket and reset, use ipairs to call queues in order
bucket={}
for k,v in ipairs(queue) do
for n=1,#v do
table.insert(bucket, v[n])
end
end
end
return bucket
end
Вот тестовый прогон:
> input={55,2,123,1,42,9999,6,666,999,543,13}
> output=radix_sort(input)
> for k,v in pairs(output) do
> print (k , " = " , v)
> end
1 = 1
2 = 2
3 = 6
4 = 13
5 = 42
6 = 55
7 = 123
8 = 543
9 = 666
10 = 999
11 = 9999