Created
June 1, 2012 00:56
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Erlang sorting algorithms
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-module(sortlib). | |
-export([qsort/1, bsort/1, ssort/1, isort/1, msort/2, | |
msort_lte/1, msort_gte/1]). | |
-export([test_sort/0, test_sort/1, shuffle/1, split/1, merge/3]). | |
-import(lists, [reverse/1]). | |
%% Various sorting algorithms implemented in Erlang | |
test_sort() -> | |
List = shuffle(lists:seq(1, 20)), | |
test_sort(List), | |
ok. | |
test_sort(L) -> | |
Funcs = [qsort, bsort, ssort, isort, msort_lte, msort_gte], | |
io:format("Input List: ~p~n", [L]), | |
lists:foreach(fun(F) -> | |
io:format("~p: ~p~n", [F, ?MODULE:F(L)]) | |
end, Funcs), | |
ok. | |
%% Fisher-Yates shuffling alogrithm | |
%% Collected from: http://en.literateprograms.org/index.php?title=Special:DownloadCode/Fisher-Yates_shuffle_(Erlang) | |
%% Collected on: May 31, 2012 | |
shuffle(List) -> shuffle(List, []). | |
shuffle([], Acc) -> Acc; | |
shuffle(List, Acc) -> | |
{Leading, [H | T]} = lists:split(random:uniform(length(List)) - 1, List), | |
shuffle(Leading ++ T, [H | Acc]). | |
qsort([H|T]) -> | |
qsort([E || E <- T, E < H]) ++ | |
[H] ++ | |
qsort([E || E <- T, E >= H]); | |
qsort([]) -> | |
[]. | |
bsort(L) -> | |
bsort(L, [], true). | |
bsort([], L, true) -> | |
reverse(L); | |
bsort([], L, false) -> | |
bsort(reverse(L), [], true); | |
bsort([A,B|T], Sorted, _) when A > B -> | |
bsort([A|T], [B|Sorted], false); | |
bsort([H|T], Sorted, Halt) -> | |
bsort(T, [H|Sorted], Halt). | |
remove_min([H|T]) -> | |
remove_min(T, [], H). | |
remove_min([], Rest, Min) -> | |
{Rest, Min}; | |
remove_min([H|T], Rest, Min) when H < Min -> | |
remove_min(T, [Min|Rest], H); | |
remove_min([H|T], Rest, Min) -> | |
remove_min(T, [H|Rest], Min). | |
ssort(L) -> | |
ssort(L, []). | |
ssort([], Sorted) -> | |
reverse(Sorted); | |
ssort(L, Sorted) -> | |
{Rest, Min} = remove_min(L), | |
ssort(Rest, [Min|Sorted]). | |
split(L) -> | |
split(L, L, []). | |
split([], L1, L2) -> | |
{reverse(L2), L1}; | |
split([_], L1, L2) -> | |
{reverse(L2), L1}; | |
split([_,_|TT], [H|T], L2) -> | |
split(TT, T, [H|L2]). | |
merge(_, [], L2) -> | |
L2; | |
merge(_, L1, []) -> | |
L1; | |
merge(Comp, [H1|T1], [H2|T2]) -> | |
case Comp(H1, H2) of | |
true -> | |
[H1 | merge(Comp, T1, [H2|T2])]; | |
false -> | |
[H2 | merge(Comp, [H1|T1], T2)] | |
end. | |
msort(_, []) -> | |
[]; | |
msort(_, [H]) -> | |
[H]; | |
msort(Comp, L) -> | |
{Left, Right} = split(L), | |
merge(Comp, msort(Comp, Left), msort(Comp, Right)). | |
msort_gte(L) -> | |
msort(fun(A, B) -> A >= B end, L). | |
msort_lte(L) -> | |
msort(fun(A, B) -> A =< B end, L). | |
isort(L) -> | |
isort(L, []). | |
isort([], Sorted) -> | |
Sorted; | |
isort([H|T], Sorted) -> | |
isort(T, insert(H, Sorted, [])). | |
insert(N, [H|Left], Right) when H < N -> | |
insert(N, Left, [H|Right]); | |
insert(N, Left, Right) -> | |
reverse(Right) ++ [N|Left]. |
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