her.esy.fun/src/posts/0010-Haskell-Now/infinite_tree.hs
Yann Esposito (Yogsototh) e24de08c34
Nix introduction
2019-12-31 01:00:04 +01:00

33 lines
1.2 KiB
Haskell

import Data.Tree (Tree,Forest(..))
import qualified Data.Tree as Tree
data BinTree a = Empty
| Node a (BinTree a) (BinTree a)
deriving (Eq,Ord,Show)
-- | Function to transform our internal BinTree type to the
-- type of Tree declared in Data.Tree (from containers package)
-- so that the function Tree.drawForest can use
binTreeToForestString :: (Show a) => BinTree a -> Forest String
binTreeToForestString Empty = []
binTreeToForestString (Node x left right) =
[Tree.Node (show x) ((binTreeToForestString left) ++ (binTreeToForestString right))]
-- | Function that given a BinTree print a representation of it in the console
prettyPrintTree :: (Show a) => BinTree a -> IO ()
prettyPrintTree = putStrLn . Tree.drawForest . binTreeToForestString
nullTree = Node 0 nullTree nullTree
-- take all element of a BinTree
-- up to some depth
treeTakeDepth _ Empty = Empty
treeTakeDepth 0 _ = Empty
treeTakeDepth n (Node x left right) = let
nl = treeTakeDepth (n-1) left
nr = treeTakeDepth (n-1) right
in
Node x nl nr
main = prettyPrintTree (treeTakeDepth 4 nullTree)