Chiasma.Ui.Data.Tree

Documentation

data Tree f l p

Constructors

Tree

Fields

• _treeData :: l
• _forest :: f (Node f l p)

Instances

(Show l, Show (Node NonEmpty l p)) => Show (Tree NonEmpty l p)

Defined in Chiasma.Ui.Data.Tree

Methods

showsPrec :: Int -> Tree NonEmpty l p -> ShowS

show :: Tree NonEmpty l p -> String

showList :: [Tree NonEmpty l p] -> ShowS

(Show l, Show (Node [] l p)) => Show (Tree [] l p)

Defined in Chiasma.Ui.Data.Tree

Methods

showsPrec :: Int -> Tree [] l p -> ShowS

show :: Tree [] l p -> String

showList :: [Tree [] l p] -> ShowS

(Eq l, Eq (Node NonEmpty l p)) => Eq (Tree NonEmpty l p)

Defined in Chiasma.Ui.Data.Tree

Methods

(==) :: Tree NonEmpty l p -> Tree NonEmpty l p -> Bool

(/=) :: Tree NonEmpty l p -> Tree NonEmpty l p -> Bool

(Eq l, Eq (Node [] l p)) => Eq (Tree [] l p)

Defined in Chiasma.Ui.Data.Tree

Methods

(==) :: Tree [] l p -> Tree [] l p -> Bool

(/=) :: Tree [] l p -> Tree [] l p -> Bool

(Foldable f, Pretty l, Pretty p) => Pretty (Tree f l p)

Defined in Chiasma.Ui.Data.Tree

Methods

pretty :: Tree f l p -> Doc ann

prettyList :: [Tree f l p] -> Doc ann

HasTree (Tree f l p) f l p

Defined in Chiasma.Ui.Data.Tree

Methods

tree :: Lens' (Tree f l p) (Tree f l p)

forest :: Lens' (Tree f l p) (f (Node f l p))

treeData :: Lens' (Tree f l p) l

data Node f l p

Constructors

Sub

Fields

• _subTree :: Tree f l p

Leaf

Fields

• _leafData :: p

Instances

(Show l, Show p) => Show (Node NonEmpty l p)

Defined in Chiasma.Ui.Data.Tree

Methods

showsPrec :: Int -> Node NonEmpty l p -> ShowS

show :: Node NonEmpty l p -> String

showList :: [Node NonEmpty l p] -> ShowS

(Show l, Show p) => Show (Node [] l p)

Defined in Chiasma.Ui.Data.Tree

Methods

showsPrec :: Int -> Node [] l p -> ShowS

show :: Node [] l p -> String

showList :: [Node [] l p] -> ShowS

(Eq l, Eq p) => Eq (Node NonEmpty l p)

Defined in Chiasma.Ui.Data.Tree

Methods

(==) :: Node NonEmpty l p -> Node NonEmpty l p -> Bool

(/=) :: Node NonEmpty l p -> Node NonEmpty l p -> Bool

(Eq l, Eq p) => Eq (Node [] l p)

Defined in Chiasma.Ui.Data.Tree

Methods

(==) :: Node [] l p -> Node [] l p -> Bool

(/=) :: Node [] l p -> Node [] l p -> Bool

(Foldable f, Pretty l, Pretty p) => Pretty (Node f l p)

Defined in Chiasma.Ui.Data.Tree

Methods

pretty :: Node f l p -> Doc ann

prettyList :: [Node f l p] -> Doc ann

HasNode (Node f l p) f l p

Defined in Chiasma.Ui.Data.Tree

Methods

node :: Lens' (Node f l p) (Node f l p)

leafData :: Traversal' (Node f l p) p

subTree :: Traversal' (Node f l p) (Tree f l p)

class HasTree c f l p | c -> f l p where

Minimal complete definition

tree

Methods

tree :: Lens' c (Tree f l p)

forest :: Lens' c (f (Node f l p))

treeData :: Lens' c l

Instances

HasTree (Tree f l p) f l p

Defined in Chiasma.Ui.Data.Tree

Methods

tree :: Lens' (Tree f l p) (Tree f l p)

forest :: Lens' (Tree f l p) (f (Node f l p))

treeData :: Lens' (Tree f l p) l

class HasNode c f l p | c -> f l p where

Minimal complete definition

node

Methods

node :: Lens' c (Node f l p)

leafData :: Traversal' c p

subTree :: Traversal' c (Tree f l p)

Instances

HasNode (Node f l p) f l p

Defined in Chiasma.Ui.Data.Tree

Methods

node :: Lens' (Node f l p) (Node f l p)

leafData :: Traversal' (Node f l p) p

subTree :: Traversal' (Node f l p) (Tree f l p)

type LTree l p = Tree [] l p

type LNode l p = Node [] l p

type NTree l p = Tree NonEmpty l p

type NNode l p = Node NonEmpty l p