-- | -- Module : Database.Relational.Query.Internal.Product -- Copyright : 2013 Kei Hibino -- License : BSD3 -- -- Maintainer : ex8k.hibino@gmail.com -- Stability : experimental -- Portability : unknown -- -- This module defines product structure to compose SQL join. module Database.Relational.Query.Internal.Product ( -- * Product tree type node, nodeAttr, nodeTree, growProduct, restrictProduct, ) where import Prelude hiding (and, product) import Control.Applicative (pure, empty) import Data.Monoid ((<>)) import Database.Relational.Query.Context (Flat) import Database.Relational.Query.Internal.Sub (NodeAttr (..), ProductTree (..), Node (..), Projection) -- | Get node attribute. nodeAttr :: Node q -> NodeAttr nodeAttr (Node a _) = a where -- | Get tree from node. nodeTree :: Node q -> ProductTree q nodeTree (Node _ t) = t -- | Make product node from node attribute and product tree. node :: NodeAttr -- ^ Node attribute -> ProductTree q -- ^ Product tree -> Node q -- ^ Result node node = Node -- | Push new tree into product right term. growRight :: Maybe (Node q) -- ^ Current tree -> (NodeAttr, ProductTree q) -- ^ New tree to push into right -> Node q -- ^ Result node growRight = d where d Nothing (naR, q) = node naR q d (Just l) (naR, q) = node Just' $ Join l (node naR q) empty -- | Push new leaf node into product right term. growProduct :: Maybe (Node q) -- ^ Current tree -> (NodeAttr, q) -- ^ New leaf to push into right -> Node q -- ^ Result node growProduct = match where match t (na, q) = growRight t (na, Leaf q) -- | Add restriction into top product of product tree. restrictProduct' :: ProductTree q -- ^ Product to restrict -> Projection Flat (Maybe Bool) -- ^ Restriction to add -> ProductTree q -- ^ Result product restrictProduct' = d where d (Join lp rp rs) rs' = Join lp rp (rs <> pure rs') d leaf'@(Leaf _) _ = leaf' -- or error on compile -- | Add restriction into top product of product tree node. restrictProduct :: Node q -- ^ Target node which has product to restrict -> Projection Flat (Maybe Bool) -- ^ Restriction to add -> Node q -- ^ Result node restrictProduct (Node a t) e = node a (restrictProduct' t e)