Package com.jnape.palatable.lambda.monoid.builtin

package com.jnape.palatable.lambda.monoid.builtin

Related Packages

Package	Description
com.jnape.palatable.lambda.monoid

Class	Description
AddAll<A, C extends Collection<A>>	The Monoid instance formed under mutative concatenation for an arbitrary Collection.
And	A Monoid instance formed by Boolean.
Collapse<_1,_2>	A Monoid instance formed by a Tuple2<_1, _2> and monoids over _1 and _2.
Compose<A>	A Monoid instance formed by CompletableFuture<A> and a monoid over A.
Concat<A>	The Monoid instance formed under concatenation for an arbitrary Iterable.
Endo<A>	A Monoid formed by Fn1 under composition.
EndoK<M extends MonadRec<?,M>, A, MA extends MonadRec<A,M>>	The monoid formed under monadic endomorphism.
First<A>	A Monoid instance formed by Maybe<A>.
Join	A Monoid instance formed by String that concats two strings together.
Last<A>	A Monoid instance formed by Maybe<A>.
LeftAll<L,R>	A Monoid instance formed by Either<L,R> and a monoid over L.
LeftAny<L,R>	A Monoid instance formed by Either<L,R> and a monoid over L.
Merge<L,R>	A Monoid instance formed by Either.merge(Fn2, Fn2, Either...), a semigroup over L, and a monoid over R.
MergeHMaps	A Monoid instance formed by merging HMaps using the chosen TypeSafeKey -> Semigroup mappings, defaulting to Last in case no Semigroup has been chosen for a given TypeSafeKey.
MergeHMaps.Φ<R>
MergeMaps<K,V>	A Monoid instance formed by Map.merge(Object, Object, BiFunction) and a semigroup over V.
Or	A Monoid instance formed by Boolean.
Present<A>	A Monoid instance formed by Maybe<A> and a semigroup over A.
PutAll	A Monoid instance formed by HMap that simply combines all the mappings.
RightAll<L,R>	A Monoid instance formed by Either<L,R> and a monoid over R.
RightAny<L,R>	A Monoid instance formed by Either<L,R> and a monoid over R.
RunAll<A>	Run IO operations, aggregating their results in terms of the provided Monoid.
Trivial	The trivial Unit Monoid formed under constantly.
Union<A>	Given two Iterables xs and ys, return the concatenation of the distinct elements of both xs and ys.
Xor	Logical exclusive-or.