Further generalise used names computation
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@ -6,15 +6,15 @@
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%%%-------------------------------------------------------------------
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-module(aeso_syntax_utils).
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-export([used_ids/1, used_types/1, fold/4]).
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-export([used_ids/1, used_types/1, used/1]).
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-record(alg, {zero, plus, minus}). %% minus for variable binding
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-record(alg, {zero, plus, scoped}).
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-type alg(A) :: #alg{ zero :: A
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, plus :: fun((A, A) -> A)
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, minus :: fun((A, A) -> A) }.
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-type alg(A) :: #alg{ zero :: A
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, plus :: fun((A, A) -> A)
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, scoped :: fun((A, A) -> A) }.
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-type kind() :: decl | type | expr | pat.
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-type kind() :: decl | type | bind_type | expr | bind_expr.
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-spec fold(alg(A), fun((kind(), _) -> A), kind(), E | [E]) -> A
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when E :: aeso_syntax:decl()
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@ -30,31 +30,32 @@
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| aeso_syntax:arg_expr()
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| aeso_syntax:field(aeso_syntax:expr())
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| aeso_syntax:stmt().
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fold(Alg, Fun, K, Xs) when is_list(Xs) ->
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lists:foldl(fun(X, A) -> (Alg#alg.plus)(A, fold(Alg, Fun, K, X)) end,
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Alg#alg.zero, Xs);
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fold(Alg = #alg{zero = Zero, plus = Plus, minus = Minus}, Fun, K, X) ->
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fold(Alg = #alg{zero = Zero, plus = Plus, scoped = Scoped}, Fun, K, X) ->
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Sum = fun(Xs) -> lists:foldl(Plus, Zero, Xs) end,
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Same = fun(A) -> fold(Alg, Fun, K, A) end,
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Decl = fun(D) -> fold(Alg, Fun, decl, D) end,
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Type = fun(T) -> fold(Alg, Fun, type, T) end,
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Expr = fun(E) -> fold(Alg, Fun, expr, E) end,
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Pat = fun(P) -> fold(Alg, Fun, pat, P) end,
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BindExpr = fun(P) -> fold(Alg, Fun, bind_expr, P) end,
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BindType = fun(T) -> fold(Alg, Fun, bind_type, T) end,
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Top = Fun(K, X),
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LetBound = fun LB ({letval, _, Y, _, _}) -> Expr(Y);
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LB ({letfun, _, F, _, _, _}) -> Expr(F);
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LB ({letrec, _, Ds}) -> Sum(lists:map(LB, Ds));
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LB (_) -> Zero
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end,
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Bound = fun LB ({letval, _, Y, _, _}) -> BindExpr(Y);
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LB ({letfun, _, F, _, _, _}) -> BindExpr(F);
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LB ({letrec, _, Ds}) -> Sum(lists:map(LB, Ds));
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LB (_) -> Zero
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end,
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Rec = case X of
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%% lists (bound things in head scope over tail)
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[A | As] -> Scoped(Same(A), Same(As));
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%% decl()
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{contract, _, _, Ds} -> Decl(Ds);
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{namespace, _, _, Ds} -> Decl(Ds);
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{type_decl, _, _, _} -> Zero;
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{type_def, _, _, _, D} -> Decl(D);
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{type_decl, _, I, _} -> BindType(I);
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{type_def, _, I, _, D} -> Plus(BindType(I), Decl(D));
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{fun_decl, _, _, T} -> Type(T);
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{letval, _, _, T, E} -> Plus(Type(T), Expr(E));
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{letfun, _, _, Xs, T, E} -> Plus(Type(T), Minus(Expr(E), Expr(Xs)));
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{letrec, _, Ds} -> Decl(Ds);
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{letval, _, F, T, E} -> Sum([BindExpr(F), Type(T), Expr(E)]);
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{letfun, _, F, Xs, T, E} -> Sum([BindExpr(F), Type(T), Scoped(BindExpr(Xs), Expr(E))]);
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{letrec, _, Ds} -> Plus(Bound(Ds), Decl(Ds));
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%% typedef()
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{alias_t, T} -> Type(T);
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{record_t, Fs} -> Type(Fs);
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@ -64,12 +65,12 @@ fold(Alg = #alg{zero = Zero, plus = Plus, minus = Minus}, Fun, K, X) ->
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{constr_t, _, _, Ts} -> Type(Ts);
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%% type()
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{fun_t, _, Named, Args, Ret} -> Type([Named, Args, Ret]);
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{app_t, _, T, Ts} -> Type([T | Ts]);
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{tuple_t, _, Ts} -> Type(Ts);
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{app_t, _, T, Ts} -> Type([T | Ts]);
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{tuple_t, _, Ts} -> Type(Ts);
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%% named_arg_t()
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{named_arg_t, _, _, T, E} -> Plus(Type(T), Expr(E));
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%% expr()
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{lam, _, Args, E} -> Minus(Expr(E), Expr(Args));
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{lam, _, Args, E} -> Scoped(BindExpr(Args), Expr(E));
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{'if', _, A, B, C} -> Expr([A, B, C]);
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{switch, _, E, Alts} -> Expr([E, Alts]);
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{app, _, A, As} -> Expr([A | As]);
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@ -83,15 +84,14 @@ fold(Alg = #alg{zero = Zero, plus = Plus, minus = Minus}, Fun, K, X) ->
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{map, _, KVs} -> Sum([Expr([Key, Val]) || {Key, Val} <- KVs]);
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{map_get, _, A, B} -> Expr([A, B]);
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{map_get, _, A, B, C} -> Expr([A, B, C]);
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{block, Ann, [S | Ss]} -> Plus(Expr(S), Minus(Expr({block, Ann, Ss}), LetBound(S)));
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{block, _, []} -> Zero;
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{block, _, Ss} -> Expr(Ss);
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%% field()
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{field, _, LV, E} -> Expr([LV, E]);
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{field, _, LV, _, E} -> Expr([LV, E]);
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%% arg()
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{arg, _, X, T} -> Plus(Expr(X), Type(T));
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%% alt()
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{'case', _, P, E} -> Minus(Expr(E), Pat(P));
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{'case', _, P, E} -> Scoped(BindExpr(P), Expr(E));
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%% elim()
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{proj, _, _} -> Zero;
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{map_get, _, E} -> Expr(E);
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@ -101,19 +101,47 @@ fold(Alg = #alg{zero = Zero, plus = Plus, minus = Minus}, Fun, K, X) ->
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end,
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(Alg#alg.plus)(Top, Rec).
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%% Var set combinators
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-spec ulist_alg() -> alg([any()]).
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ulist_alg() -> #alg{ zero = [], plus = fun lists:umerge/2, minus = fun erlang:'--'/2 }.
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%% Name dependencies
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used_ids(E) ->
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fold(ulist_alg(),
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fun(expr, {id, _, X}) -> [X];
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(pat, {id, _, X}) -> [X];
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(_, _) -> [] end, decl, E).
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[ X || {term, [X]} <- used(E) ].
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used_types(T) ->
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fold(ulist_alg(),
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fun(type, {id, _, X}) -> [X];
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(_, _) -> [] end, decl, T).
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[ X || {type, [X]} <- used(T) ].
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-type entity() :: {term, [string()]}
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| {type, [string()]}
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| {namespace, [string()]}.
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-spec entity_alg() -> alg([entity()]).
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entity_alg() ->
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IsBound = fun({K, _}) -> lists:member(K, [bound_term, bound_type]) end,
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Unbind = fun(bound_term) -> term; (bound_type) -> type end,
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Scoped = fun(Xs, Ys) ->
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{Bound, Others} = lists:partition(IsBound, Ys),
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Bound1 = [ {Unbind(Tag), X} || {Tag, X} <- Bound ],
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lists:umerge(Xs -- Bound1, Others)
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end,
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#alg{ zero = []
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, plus = fun lists:umerge/2
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, scoped = Scoped }.
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-spec used(_) -> [entity()].
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used(D) ->
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Kind = fun(expr) -> term;
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(bind_expr) -> bound_term;
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(type) -> type;
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(bind_type) -> bound_type
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end,
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NS = fun(Xs) -> {namespace, lists:droplast(Xs)} end,
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NotBound = fun({Tag, _}) -> not lists:member(Tag, [bound_term, bound_type]) end,
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Xs =
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fold(entity_alg(),
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fun(K, {id, _, X}) -> [{Kind(K), [X]}];
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(K, {qid, _, Xs}) -> [{Kind(K), Xs}, NS(Xs)];
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(K, {con, _, X}) -> [{Kind(K), [X]}];
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(K, {qcon, _, Xs}) -> [{Kind(K), Xs}, NS(Xs)];
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(_, _) -> []
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end, decl, D),
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lists:filter(NotBound, Xs).
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