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Complexify the type system to support rank-1 polymorphic types and terms.
[haskell/symantic.git] / symantic / Language / Symantic / Typing / Grammar.hs
1 {-# LANGUAGE GeneralizedNewtypeDeriving #-}
2 {-# LANGUAGE UndecidableInstances #-}
3 {-# OPTIONS_GHC -fno-warn-orphans #-}
4 module Language.Symantic.Typing.Grammar where
5
6 import Control.Applicative (Applicative(..))
7 import Data.Proxy
8 import Data.String (IsString(..))
9 import Data.Text (Text)
10 import qualified Data.Char as Char
11 import qualified Data.Kind as K
12 import qualified Data.Text as Text
13
14 import Language.Symantic.Parsing
15
16 -- * Type 'TyName'
17 newtype TyName = TyName Text
18 deriving (Eq, Ord, Show)
19 instance IsString TyName where
20 fromString = TyName . fromString
21
22 {-
23 -- * Type 'Token_Type'
24 type Token_Type = Type () '[] ()
25 -- data Token_Type
26
27 instance
28 ( Compile_TyNameR TyName cs rs
29 , Inj_TyConst cs K.Type
30 ) => Compile_TyNameR TyName cs (Proxy K.Type ': rs) where
31 compile_TyNameR _rs src (TyName "Type") k = k (tySourced @K.Type src)
32 compile_TyNameR _rs src raw k = compile_TyNameR (Proxy @rs) src raw k
33 instance Show_TyConst cs => Show_TyConst (Proxy K.Type ': cs) where
34 show_TyConst TyConstZ{} = "Type"
35 show_TyConst (TyConstS c) = show_TyConst c
36 -}
37
38 -- * Type 'AST_Type'
39 type AST_Type src = BinTree (EToken src '[Proxy K.Type])
40 type AST_Term src is = BinTree (EToken src is)
41
42 data instance TokenT src ts (Proxy K.Type)
43 = Token_Type_Name TyName
44
45 deriving instance Eq_Token src ts => Eq (TokenT src ts (Proxy K.Type))
46 deriving instance Show_Token src ts => Show (TokenT src ts (Proxy K.Type))
47
48 -- * Class 'Gram_Type'
49 -- | Read an 'AST_Type' from a textual source.
50 class
51 ( Alt g
52 , Alter g
53 , App g
54 , Try g
55 , Gram_CF g
56 , Gram_Rule g
57 , Gram_Terminal g
58 , Gram_Lexer g
59 , Gram_Op g
60 , Gram_Meta (Text_of_Source src) g
61 , Inj_Source (Text_of_Source src) src
62 ) => Gram_Type src g where
63 g_type :: CF g (AST_Type src)
64 g_type = rule "type" $ g_type_fun
65 g_type_fun :: CF g (AST_Type src)
66 g_type_fun = rule "type_fun" $
67 infixrG g_type_list (sourceG $ op <$ symbol "->")
68 where op src = BinTree1 . BinTree1 (BinTree0 $ inj_EToken src $ Token_Type_Name "(->)")
69 -- TODO: maybe not harcoding g_type_list and g_type_tuple2
70 g_type_list :: CF g (AST_Type src)
71 g_type_list = rule "type_list" $
72 sourceG $ inside f
73 (symbol "[") (optional (g_type)) (symbol "]")
74 (const <$> g_type_tuple2)
75 where
76 n src = BinTree0 $ inj_EToken src $ Token_Type_Name "[]"
77 f Nothing src = n src
78 f (Just a) src = BinTree1 (n src) a
79 g_type_tuple2 :: CF g (AST_Type src)
80 g_type_tuple2 = rule "type_tuple2" $
81 try (parens (infixrG g_type (sourceG $ op <$ symbol ","))) <+> g_type_app
82 where op src = BinTree1 . BinTree1 (BinTree0 $ inj_EToken src $ Token_Type_Name "(,)")
83 g_type_app :: CF g (AST_Type src)
84 g_type_app = rule "type_app" $
85 foldr1 BinTree1 <$> some g_type_atom
86 g_type_atom :: CF g (AST_Type src)
87 g_type_atom = rule "type_atom" $
88 try (parens g_type) <+>
89 g_type_name <+>
90 g_type_symbol
91 g_type_name :: CF g (AST_Type src)
92 g_type_name = rule "type_name" $
93 sourceG $ lexeme $
94 (\c cs src -> BinTree0 $ inj_EToken src $ Token_Type_Name $ fromString $ c:cs)
95 <$> unicat (Unicat Char.UppercaseLetter)
96 <*> many (choice $ unicat <$> [Unicat_Letter, Unicat_Number])
97 g_type_symbol :: CF g (AST_Type src)
98 g_type_symbol = rule "type_symbol" $
99 sourceG $ (f <$>) $
100 parens $ many $ cf_of_Terminal $ choice g_ok `but` choice g_ko
101 where
102 f s src = BinTree0 $ inj_EToken src $ (Token_Type_Name) $
103 TyName $ Text.concat ["(", Text.pack s, ")"]
104 g_ok = unicat <$>
105 [ Unicat_Symbol
106 , Unicat_Punctuation
107 , Unicat_Mark
108 ]
109 g_ko = char <$> ['(', ')', '`']
110
111 deriving instance Gram_Type src g => Gram_Type src (CF g)
112 instance
113 ( Inj_Source (Text_of_Source src) src
114 ) => Gram_Type src EBNF
115 instance
116 ( Inj_Source (Text_of_Source src) src
117 ) => Gram_Type src RuleDef
118
119 -- | List of the rules of 'Gram_Type'.
120 gram_type :: Gram_Type src g => [CF g (AST_Type src)]
121 gram_type =
122 [ g_type
123 , g_type_fun
124 , g_type_list
125 , g_type_tuple2
126 , g_type_app
127 , g_type_atom
128 , g_type_name
129 , g_type_symbol
130 ]