Copyright | (c) Edward Kmett 2009 |
---|---|
License | BSD-style |
Maintainer | ekmett@gmail.com |
Stability | experimental |
Portability | non-portable (type families, MPTCs) |
Safe Haskell | Safe-Inferred |
Language | Haskell2010 |
Utilities for working with Monoids that conflict with names from the Prelude, Data.Foldable, Control.Monad or elsewhere. Intended to be imported qualified.
import Data.Generator.Combinators as Generator
Synopsis
- mapM_ :: (Generator c, Monad m) => (Elem c -> m b) -> c -> m ()
- forM_ :: (Generator c, Monad m) => c -> (Elem c -> m b) -> m ()
- msum :: (Generator c, MonadPlus m, m a ~ Elem c) => c -> m a
- traverse_ :: (Generator c, Applicative f) => (Elem c -> f b) -> c -> f ()
- for_ :: (Generator c, Applicative f) => c -> (Elem c -> f b) -> f ()
- asum :: (Generator c, Alternative f, f a ~ Elem c) => c -> f a
- and :: (Generator c, Elem c ~ Bool) => c -> Bool
- or :: (Generator c, Elem c ~ Bool) => c -> Bool
- any :: Generator c => (Elem c -> Bool) -> c -> Bool
- all :: Generator c => (Elem c -> Bool) -> c -> Bool
- foldMap :: (Monoid m, Generator c) => (Elem c -> m) -> c -> m
- fold :: (Monoid m, Generator c, Elem c ~ m) => c -> m
- toList :: Generator c => c -> [Elem c]
- concatMap :: Generator c => (Elem c -> [b]) -> c -> [b]
- elem :: (Generator c, Eq (Elem c)) => Elem c -> c -> Bool
- filter :: (Generator c, Reducer (Elem c) m, Monoid m) => (Elem c -> Bool) -> c -> m
- filterWith :: (Generator c, Reducer (Elem c) m, Monoid m) => (m -> n) -> (Elem c -> Bool) -> c -> n
- sum :: (Generator c, Num (Elem c)) => c -> Elem c
- product :: (Generator c, Num (Elem c)) => c -> Elem c
- notElem :: (Generator c, Eq (Elem c)) => Elem c -> c -> Bool
Monadic Reduction
mapM_ :: (Generator c, Monad m) => (Elem c -> m b) -> c -> m () Source #
Efficiently mapReduce
a Generator
using the Action
monoid. A specialized version of its namesake from Data.Foldable and Control.Monad
mapReduceWith
getAction
forM_ :: (Generator c, Monad m) => c -> (Elem c -> m b) -> m () Source #
Convenience function as found in Data.Foldable and Control.Monad
flip
mapM_
msum :: (Generator c, MonadPlus m, m a ~ Elem c) => c -> m a Source #
The sum of a collection of actions, generalizing concat
reduceWith
getMonadSum
Applicative Reduction
traverse_ :: (Generator c, Applicative f) => (Elem c -> f b) -> c -> f () Source #
Efficiently mapReduce
a Generator
using the Traversal
monoid. A specialized version of its namesake from Data.Foldable
mapReduce
getTraversal
for_ :: (Generator c, Applicative f) => c -> (Elem c -> f b) -> f () Source #
Convenience function as found in Data.Foldable
flip
traverse_
asum :: (Generator c, Alternative f, f a ~ Elem c) => c -> f a Source #
The sum of a collection of actions, generalizing concat
reduceWith
getAlt
Logical Reduction
and :: (Generator c, Elem c ~ Bool) => c -> Bool Source #
Efficiently reduce
a Generator
that contains values of type Bool
reduceWith
getAll
or :: (Generator c, Elem c ~ Bool) => c -> Bool Source #
Efficiently reduce
a Generator
that contains values of type Bool
reduceWith
getAny
any :: Generator c => (Elem c -> Bool) -> c -> Bool Source #
Efficiently mapReduce
any Generator
checking to see if any of its values match the supplied predicate
mapReduceWith
getAny
all :: Generator c => (Elem c -> Bool) -> c -> Bool Source #
Efficiently mapReduce
any Generator
checking to see if all of its values match the supplied predicate
mapReduceWith
getAll
Monoidal Reduction
foldMap :: (Monoid m, Generator c) => (Elem c -> m) -> c -> m Source #
Efficiently mapReduce
a Generator
using the WrappedMonoid
monoid. A specialized version of its namesake from Data.Foldable
mapReduceWith
unwrapMonoid
fold :: (Monoid m, Generator c, Elem c ~ m) => c -> m Source #
Efficiently reduce
a Generator
using the WrappedMonoid
monoid. A specialized version of its namesake from Data.Foldable
reduceWith
unwrapMonoid
List-Like Reduction
concatMap :: Generator c => (Elem c -> [b]) -> c -> [b] Source #
Type specialization of "foldMap" above
filterWith :: (Generator c, Reducer (Elem c) m, Monoid m) => (m -> n) -> (Elem c -> Bool) -> c -> n Source #
Allows idiomatic specialization of filter by proving a function that will be used to transform the output
sum :: (Generator c, Num (Elem c)) => c -> Elem c Source #
Efficiently sum over the members of any Generator
reduceWith
getSum
product :: (Generator c, Num (Elem c)) => c -> Elem c Source #
Efficiently take the product of every member of a Generator
reduceWith
getProduct