1{-# language DataKinds #-}
2{-# language FlexibleContexts #-}
4{-# language LambdaCase #-}
5{-# language MultiParamTypeClasses #-}
6{-# language StandaloneKindSignatures #-}
7{-# language TypeFamilies #-}
8{-# language UndecidableInstances #-}
10module Rel8.Column.These
16import Control.Applicative ( liftA2 )
17import Data.Bifunctor ( Bifunctor, bimap )
18import Data.Kind ( Type )
22import Rel8.Aggregate ( Aggregate )
23import Rel8.Expr ( Expr )
24import Rel8.Kind.Context ( SContext(..), Reifiable( contextSing ) )
25import Rel8.Schema.Context ( Col )
26import Rel8.Schema.HTable.These ( HTheseTable )
27import Rel8.Schema.Insert ( Insert )
28import qualified Rel8.Schema.Kind as K
29import Rel8.Schema.Name ( Name )
30import Rel8.Schema.Reify ( Reify, hreify, hunreify )
31import Rel8.Schema.Result ( Result )
33 ( Table, Columns, Context, fromColumns, toColumns
34 , Unreify, reify, unreify
36import Rel8.Table.Recontextualize ( Recontextualize )
37import Rel8.Table.These ( TheseTable )
40import Data.These ( These )
43type HThese :: K.Context -> Type -> Type -> Type
44type family HThese context where
45 HThese (Reify context) = AHThese context
46 HThese Aggregate = TheseTable
47 HThese Expr = TheseTable
48 HThese Insert = TheseTable
49 HThese Name = TheseTable
53type AHThese :: K.Context -> Type -> Type -> Type
54newtype AHThese context a b = AHThese (HThese context a b)
57instance Reifiable context => Bifunctor (AHThese context) where
58 bimap = sbimapThese contextSing
61instance Reifiable context => Functor (AHThese context a) where
65instance (Reifiable context, Table (Reify context) a, Table (Reify context) b)
66 => Table (Reify context) (AHThese context a b)
68 type Context (AHThese context a b) = Reify context
69 type Columns (AHThese context a b) = HTheseTable (Columns a) (Columns b)
70 type Unreify (AHThese context a b) = HThese context (Unreify a) (Unreify b)
72 fromColumns = sfromColumnsThese contextSing
73 toColumns = stoColumnsThese contextSing
74 reify proof = liftA2 bimap reify reify proof . AHThese
75 unreify proof = (\(AHThese a) -> a) . liftA2 bimap unreify unreify proof
79 ( Reifiable context, Reifiable context'
80 , Recontextualize (Reify context) (Reify context') a a'
81 , Recontextualize (Reify context) (Reify context') b b'
87 (AHThese context' a' b')
94 -> AHThese context a b
95 -> AHThese context c d
97 SAggregate -> \f g (AHThese a) -> AHThese (bimap f g a)
98 SExpr -> \f g (AHThese a) -> AHThese (bimap f g a)
99 SResult -> \f g (AHThese a) -> AHThese (bimap f g a)
100 SInsert -> \f g (AHThese a) -> AHThese (bimap f g a)
101 SName -> \f g (AHThese a) -> AHThese (bimap f g a)
102 SReify context -> \f g (AHThese a) -> AHThese (sbimapThese context f g a)
105sfromColumnsThese :: (Table (Reify context) a, Table (Reify context) b)
107 -> HTheseTable (Columns a) (Columns b) (Col (Reify context))
108 -> AHThese context a b
109sfromColumnsThese = \case
112 bimap (fromColumns . hreify) (fromColumns . hreify) .
117 bimap (fromColumns . hreify) (fromColumns . hreify) .
122 bimap (fromColumns . hreify) (fromColumns . hreify) .
127 bimap (fromColumns . hreify) (fromColumns . hreify) .
132 bimap (fromColumns . hreify) (fromColumns . hreify) .
137 sbimapThese context (fromColumns . hreify) (fromColumns . hreify) .
138 sfromColumnsThese context .
142stoColumnsThese :: (Table (Reify context) a, Table (Reify context) b)
144 -> AHThese context a b
145 -> HTheseTable (Columns a) (Columns b) (Col (Reify context))
146stoColumnsThese = \case
150 bimap (hunreify . toColumns) (hunreify . toColumns) .
155 bimap (hunreify . toColumns) (hunreify . toColumns) .
160 bimap (hunreify . toColumns) (hunreify . toColumns) .
165 bimap (hunreify . toColumns) (hunreify . toColumns) .
170 bimap (hunreify . toColumns) (hunreify . toColumns) .
174 stoColumnsThese context .
175 sbimapThese context (hunreify . toColumns) (hunreify . toColumns) .
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