wfc stuff
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% @doc a word is an ordset of wfchars
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%
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% multiplication is implied in a word
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%
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% empty word is 1
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%
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% anything times itself equals itself, so duplication is ignored
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-module(wfc_word).
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-export_type([
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word/0
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]).
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-export([
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%% constructors
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one/0,
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validate/1,
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from_wfchars/1, to_wfchars/1,
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%% ops
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mul/2, mul/1
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]).
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-opaque word() :: {w, ordsets:ordset(wfc_wfchar:wfchar())}.
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%%----------------------------
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%% constructor
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%%----------------------------
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-spec one() -> word().
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one() ->
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{w, []}.
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validate(_) -> error(nyi).
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to_wfchars(_) -> error(nyi).
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-spec from_wfchars(WfChars) -> Result
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when WfChars :: list(wfc_char:wfchar()),
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Result :: {ok, word()}
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| {error, Reason :: string()}.
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from_wfchars(Chars) ->
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from_wfchars(ordsets:from_list(Chars), []).
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%% validate each char
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from_wfchars([WfChar | Rest], Acc) ->
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case wfc_wfchar:validate(WfChar) of
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ok -> from_wfchars(Rest, [WfChar | Acc]);
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Error -> Error
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end;
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% done, all good
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from_wfchars([], Acc) ->
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{ok, {w, lists:reverse(Acc)}}.
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%%----------------------------
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%% ops
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%%----------------------------
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-spec mul(word(), word()) -> Result
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when Result :: {ok, word()}
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| {error, Reason :: string()}.
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% @doc product of two words
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mul({w, X}, {w, Y}) ->
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case from_wfchars(ordsets:union(X, Y)) of
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Result = {ok, _} -> Result;
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Error -> Error
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end.
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-spec mul(Words) -> Result
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when Words :: [word()],
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Result :: {ok, word()}
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| {error, Reason},
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Reason :: string().
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% @doc multiply a list of words together
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mul([Word | Rest]) -> mul(Word, mul(Rest));
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mul([]) -> {ok, one()}.
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