xmonad-0.5: A tiling window managerContentsIndex
XMonad.Layout
Portabilitynot portable, Typeable deriving, mtl, posix
Stabilityunstable
Maintainersjanssen@cse.unl.edu
Description
The collection of core layouts.
Synopsis
data ChangeLayout
= FirstLayout
| NextLayout
data Choose l r a
(|||) :: (LayoutClass l a, LayoutClass r a) => l a -> r a -> Choose l r a
data Resize
= Shrink
| Expand
data IncMasterN = IncMasterN Int
data Full a = Full
data Tall a = Tall Int Rational Rational
data Mirror l a = Mirror (l a)
mirrorRect :: Rectangle -> Rectangle
splitVertically :: Int -> Rectangle -> [Rectangle]
splitHorizontally :: Int -> Rectangle -> [Rectangle]
splitHorizontallyBy :: RealFrac r => r -> Rectangle -> (Rectangle, Rectangle)
splitVerticallyBy :: RealFrac r => r -> Rectangle -> (Rectangle, Rectangle)
Documentation
data ChangeLayout

A layout that allows users to switch between various layout options.

Messages to change the current layout.

Constructors
FirstLayout
NextLayout
show/hide Instances
data Choose l r a
show/hide Instances
(LayoutClass l a, LayoutClass r a) => LayoutClass (Choose l r) a
(Read (r a), Read (l a)) => Read (Choose l r a)
(Show (r a), Show (l a)) => Show (Choose l r a)
(|||) :: (LayoutClass l a, LayoutClass r a) => l a -> r a -> Choose l r a
The layout choice combinator
data Resize

Builtin layout algorithms: 

 fullscreen mode
 tall mode

The latter algorithms support the following operations: 

    Shrink
    Expand
Constructors
Shrink
Expand
show/hide Instances
data IncMasterN
You can also increase the number of clients in the master pane
Constructors
IncMasterN Int
show/hide Instances
data Full a
Simple fullscreen mode, just render all windows fullscreen.
Constructors
Full
show/hide Instances
data Tall a
The inbuilt tiling mode of xmonad, and its operations.
Constructors
Tall Int Rational Rational
show/hide Instances
data Mirror l a
Mirror a layout, compute its 90 degree rotated form.
Constructors
Mirror (l a)
show/hide Instances
LayoutClass l a => LayoutClass (Mirror l) a
Read (l a) => Read (Mirror l a)
Show (l a) => Show (Mirror l a)
mirrorRect :: Rectangle -> Rectangle
Mirror a rectangle
splitVertically :: Int -> Rectangle -> [Rectangle]
splitHorizontally :: Int -> Rectangle -> [Rectangle]
splitHorizontallyBy :: RealFrac r => r -> Rectangle -> (Rectangle, Rectangle)
splitVerticallyBy :: RealFrac r => r -> Rectangle -> (Rectangle, Rectangle)
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