Copyright | (c) 2012--2021 The University of Kansas |
---|---|
License | BSD3 |
Maintainer | Neil Sculthorpe <neil.sculthorpe@ntu.ac.uk> |
Stability | beta |
Portability | ghc |
Safe Haskell | Safe-Inferred |
Language | Haskell2010 |
This module defines the KURE Lens
type, along with some useful operations.
Synopsis
- data Lens c m a b
- lens :: Transform c m a ((c, b), b -> m a) -> Lens c m a b
- lensT :: Lens c m a b -> Transform c m a ((c, b), b -> m a)
- focusR :: Monad m => Lens c m a b -> Rewrite c m b -> Rewrite c m a
- focusT :: Monad m => Lens c m a b -> Transform c m b d -> Transform c m a d
- pureL :: Monad m => (a -> b) -> (b -> a) -> Lens c m a b
- failL :: MonadFail m => String -> Lens c m a b
- catchL :: MonadCatch m => Lens c m a b -> (String -> Lens c m a b) -> Lens c m a b
- testLensT :: MonadCatch m => Lens c m a b -> Transform c m a Bool
- bidirectionalL :: Monad m => BiTransform c m a b -> Lens c m a b
- injectL :: (MonadFail m, Injection a g) => Lens c m a g
- projectL :: (MonadFail m, Injection a g) => Lens c m g a
Lenses
A Lens
is a way to focus on a sub-structure of type b
from a structure of type a
.
lens :: Transform c m a ((c, b), b -> m a) -> Lens c m a b Source #
The primitive way of building a Lens
.
If the unfocussing function is applied to the value focussed on then it should succeed,
and produce the same value as the original argument (of type a
).
focusR :: Monad m => Lens c m a b -> Rewrite c m b -> Rewrite c m a Source #
Apply a rewrite at a point specified by a Lens
.
focusT :: Monad m => Lens c m a b -> Transform c m b d -> Transform c m a d Source #
Apply a transformation at a point specified by a Lens
.
pureL :: Monad m => (a -> b) -> (b -> a) -> Lens c m a b Source #
Construct a Lens
from two pure functions.
catchL :: MonadCatch m => Lens c m a b -> (String -> Lens c m a b) -> Lens c m a b Source #
A Lens
is deemed to have failed (and thus can be caught) if either it fails on the way down, or,
crucially, if it would fail on the way up for an unmodified value. However, actual failure on the way up is not caught
(as by then it is too late to use an alternative Lens
). This means that, in theory, a use of catchL
could cause a succeeding Lens
application to fail.
But provided lens
is used correctly, this should never happen.
testLensT :: MonadCatch m => Lens c m a b -> Transform c m a Bool Source #
Check if the focusing succeeds, and additionally whether unfocussing from an unchanged value would succeed.
bidirectionalL :: Monad m => BiTransform c m a b -> Lens c m a b Source #
Construct a Lens
from a BiTransform
.