Copyright	2018 Automattic Inc.
License	BSD3
Maintainer	Nathan Bloomfield (nbloomf@gmail.com)
Stability	experimental
Portability	POSIX
Safe Haskell	None
Language	Haskell2010

Test.Tasty.QuickCheck.Laws.Monad

Contents

Monad Laws
Test Trees

Description

Prebuilt tasty test trees for the Monad laws. To get started, look at testMonadLaws.

Synopsis

testMonadLaws :: (Monad m, Eq a, Eq b, Eq c, Show a, Show t, Show (m a), Arbitrary a, Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), CoArbitrary a, CoArbitrary b, Typeable m, Typeable a, Typeable b, Typeable c) => Proxy m -> Proxy t -> Proxy a -> Proxy b -> Proxy c -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLawRightIdentity :: (Monad m, Eq a, Show t, Show (m a), Arbitrary t, Arbitrary (m a)) => Proxy m -> Proxy t -> Proxy a -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLawLeftIdentity :: (Monad m, Eq b, Show a, Show t, Arbitrary a, Arbitrary t, Arbitrary (m b), CoArbitrary a) => Proxy m -> Proxy t -> Proxy a -> Proxy b -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLawAssociativity :: (Monad m, Eq c, Show t, Show (m a), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), CoArbitrary a, CoArbitrary b) => Proxy m -> Proxy t -> Proxy a -> Proxy b -> Proxy c -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLaws1 :: (Monad m, Checkable a, Show t, Show (m a), Arbitrary t, Arbitrary (m a), Typeable m) => Proxy m -> Proxy t -> Proxy a -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLaws2 :: (Monad m, Checkable a, Checkable b, Show t, Show (m a), Show (m b), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Typeable m) => Proxy m -> Proxy t -> Proxy a -> Proxy b -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree
testMonadLaws3 :: (Monad m, Checkable a, Checkable b, Checkable c, Show t, Show (m a), Show (m b), Show (m c), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), Typeable m) => Proxy m -> Proxy t -> Proxy a -> Proxy b -> Proxy c -> (forall u. Eq u => t -> m u -> m u -> Bool) -> TestTree

Documentation

testMonadLaws Source #

Arguments

:: (Monad m, Eq a, Eq b, Eq c, Show a, Show t, Show (m a), Arbitrary a, Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), CoArbitrary a, CoArbitrary b, Typeable m, Typeable a, Typeable b, Typeable c)
=> Proxy m	Type constructor under test
-> Proxy t	Equality context for `m`
-> Proxy a	Value type
-> Proxy b	Value type
-> Proxy c	Value type
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

Constructs a TestTree checking that the Monad class laws hold for m with value types a, b, and c, using a given equality test for values of type forall u. m u. The equality context type t is for constructors m from which we can only extract a value within a context, such as reader-like constructors.

Monad Laws

testMonadLawRightIdentity Source #

Arguments

:: (Monad m, Eq a, Show t, Show (m a), Arbitrary t, Arbitrary (m a))
=> Proxy m	Type constructor under test
-> Proxy t	Equality context for `m`
-> Proxy a	Value type
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

x >>= return === x

testMonadLawLeftIdentity Source #

Arguments

:: (Monad m, Eq b, Show a, Show t, Arbitrary a, Arbitrary t, Arbitrary (m b), CoArbitrary a)
=> Proxy m	Type constructor under test
-> Proxy t	Equality context for `m`
-> Proxy a	Value type
-> Proxy b	Value type
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

return a >>= f === f a

testMonadLawAssociativity Source #

Arguments

:: (Monad m, Eq c, Show t, Show (m a), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), CoArbitrary a, CoArbitrary b)
=> Proxy m	Type constructor under test
-> Proxy t	Equality context for `m`
-> Proxy a	Value type
-> Proxy b	Value type
-> Proxy c	Value type
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

(x >>= f) >>= g === x >>= (\z -> f z >>= g)

Test Trees

testMonadLaws1 Source #

Arguments

:: (Monad m, Checkable a, Show t, Show (m a), Arbitrary t, Arbitrary (m a), Typeable m)
=> Proxy m	Type constructor under test
-> Proxy t	Equality context for `m`
-> Proxy a	Value type
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

All possible value type selections for testMonadLaws from one choice

testMonadLaws2 Source #

Arguments

:: (Monad m, Checkable a, Checkable b, Show t, Show (m a), Show (m b), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Typeable m)
=> Proxy m
-> Proxy t
-> Proxy a
-> Proxy b
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

All possible value type selections for testMonadLaws from two choices

testMonadLaws3 Source #

Arguments

:: (Monad m, Checkable a, Checkable b, Checkable c, Show t, Show (m a), Show (m b), Show (m c), Arbitrary t, Arbitrary (m a), Arbitrary (m b), Arbitrary (m c), Typeable m)
=> Proxy m
-> Proxy t
-> Proxy a
-> Proxy b
-> Proxy c
-> (forall u. Eq u => t -> m u -> m u -> Bool)	Equality test
-> TestTree

All possible value type selections for testMonadLaws from three choices