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fp-go/pair/monad.go
Dr. Carsten Leue 51ed1693a5 fix: refactory tests a bit
Signed-off-by: Dr. Carsten Leue <carsten.leue@de.ibm.com>
2024-02-09 15:06:06 +01:00

194 lines
5.7 KiB
Go

// Copyright (c) 2024 IBM Corp.
// All rights reserved.
//
// Licensed under the Apache License, Version 2.0 (the "License");
// you may not use this file except in compliance with the License.
// You may obtain a copy of the License at
//
// http://www.apache.org/licenses/LICENSE-2.0
//
// Unless required by applicable law or agreed to in writing, software
// distributed under the License is distributed on an "AS IS" BASIS,
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
// See the License for the specific language governing permissions and
// limitations under the License.
package pair
import (
"github.com/IBM/fp-go/internal/applicative"
"github.com/IBM/fp-go/internal/functor"
"github.com/IBM/fp-go/internal/monad"
"github.com/IBM/fp-go/internal/pointed"
M "github.com/IBM/fp-go/monoid"
Sg "github.com/IBM/fp-go/semigroup"
)
type (
pairPointedHead[A, B any] struct {
m M.Monoid[B]
}
pairFunctorHead[A, B, A1 any] struct {
}
pairApplicativeHead[A, B, A1 any] struct {
s Sg.Semigroup[B]
m M.Monoid[B]
}
pairMonadHead[A, B, A1 any] struct {
s Sg.Semigroup[B]
m M.Monoid[B]
}
pairPointedTail[A, B any] struct {
m M.Monoid[A]
}
pairFunctorTail[A, B, B1 any] struct {
}
pairApplicativeTail[A, B, B1 any] struct {
s Sg.Semigroup[A]
m M.Monoid[A]
}
pairMonadTail[A, B, B1 any] struct {
s Sg.Semigroup[A]
m M.Monoid[A]
}
)
func (o *pairMonadHead[A, B, A1]) Of(a A) Pair[A, B] {
return MakePair(a, o.m.Empty())
}
func (o *pairMonadHead[A, B, A1]) Map(f func(A) A1) func(Pair[A, B]) Pair[A1, B] {
return Map[B](f)
}
func (o *pairMonadHead[A, B, A1]) Chain(f func(A) Pair[A1, B]) func(Pair[A, B]) Pair[A1, B] {
return Chain[B, A, A1](o.s, f)
}
func (o *pairMonadHead[A, B, A1]) Ap(fa Pair[A, B]) func(Pair[func(A) A1, B]) Pair[A1, B] {
return Ap[B, A, A1](o.s, fa)
}
func (o *pairPointedHead[A, B]) Of(a A) Pair[A, B] {
return MakePair(a, o.m.Empty())
}
func (o *pairFunctorHead[A, B, A1]) Map(f func(A) A1) func(Pair[A, B]) Pair[A1, B] {
return Map[B, A, A1](f)
}
func (o *pairApplicativeHead[A, B, A1]) Map(f func(A) A1) func(Pair[A, B]) Pair[A1, B] {
return Map[B, A, A1](f)
}
func (o *pairApplicativeHead[A, B, A1]) Ap(fa Pair[A, B]) func(Pair[func(A) A1, B]) Pair[A1, B] {
return Ap[B, A, A1](o.s, fa)
}
func (o *pairApplicativeHead[A, B, A1]) Of(a A) Pair[A, B] {
return MakePair(a, o.m.Empty())
}
// Monad implements the monadic operations for [Pair]
func Monad[A, B, A1 any](m M.Monoid[B]) monad.Monad[A, A1, Pair[A, B], Pair[A1, B], Pair[func(A) A1, B]] {
return &pairMonadHead[A, B, A1]{s: M.ToSemigroup(m), m: m}
}
// Pointed implements the pointed operations for [Pair]
func Pointed[A, B any](m M.Monoid[B]) pointed.Pointed[A, Pair[A, B]] {
return &pairPointedHead[A, B]{m: m}
}
// Functor implements the functor operations for [Pair]
func Functor[A, B, A1 any]() functor.Functor[A, A1, Pair[A, B], Pair[A1, B]] {
return &pairFunctorHead[A, B, A1]{}
}
// Applicative implements the applicative operations for [Pair]
func Applicative[A, B, A1 any](m M.Monoid[B]) applicative.Applicative[A, A1, Pair[A, B], Pair[A1, B], Pair[func(A) A1, B]] {
return &pairApplicativeHead[A, B, A1]{s: M.ToSemigroup(m), m: m}
}
// MonadHead implements the monadic operations for [Pair]
func MonadHead[A, B, A1 any](m M.Monoid[B]) monad.Monad[A, A1, Pair[A, B], Pair[A1, B], Pair[func(A) A1, B]] {
return Monad[A, B, A1](m)
}
// PointedHead implements the pointed operations for [Pair]
func PointedHead[A, B any](m M.Monoid[B]) pointed.Pointed[A, Pair[A, B]] {
return PointedHead[A, B](m)
}
// FunctorHead implements the functor operations for [Pair]
func FunctorHead[A, B, A1 any]() functor.Functor[A, A1, Pair[A, B], Pair[A1, B]] {
return Functor[A, B, A1]()
}
// ApplicativeHead implements the applicative operations for [Pair]
func ApplicativeHead[A, B, A1 any](m M.Monoid[B]) applicative.Applicative[A, A1, Pair[A, B], Pair[A1, B], Pair[func(A) A1, B]] {
return Applicative[A, B, A1](m)
}
func (o *pairMonadTail[A, B, B1]) Of(b B) Pair[A, B] {
return MakePair(o.m.Empty(), b)
}
func (o *pairMonadTail[A, B, B1]) Map(f func(B) B1) func(Pair[A, B]) Pair[A, B1] {
return MapTail[A, B, B1](f)
}
func (o *pairMonadTail[A, B, B1]) Chain(f func(B) Pair[A, B1]) func(Pair[A, B]) Pair[A, B1] {
return ChainTail[A, B, B1](o.s, f)
}
func (o *pairMonadTail[A, B, B1]) Ap(fa Pair[A, B]) func(Pair[A, func(B) B1]) Pair[A, B1] {
return ApTail[A, B, B1](o.s, fa)
}
func (o *pairPointedTail[A, B]) Of(b B) Pair[A, B] {
return MakePair(o.m.Empty(), b)
}
func (o *pairFunctorTail[A, B, B1]) Map(f func(B) B1) func(Pair[A, B]) Pair[A, B1] {
return MapTail[A, B, B1](f)
}
func (o *pairApplicativeTail[A, B, B1]) Map(f func(B) B1) func(Pair[A, B]) Pair[A, B1] {
return MapTail[A, B, B1](f)
}
func (o *pairApplicativeTail[A, B, B1]) Ap(fa Pair[A, B]) func(Pair[A, func(B) B1]) Pair[A, B1] {
return ApTail[A, B, B1](o.s, fa)
}
func (o *pairApplicativeTail[A, B, B1]) Of(b B) Pair[A, B] {
return MakePair(o.m.Empty(), b)
}
// MonadTail implements the monadic operations for [Pair]
func MonadTail[B, A, B1 any](m M.Monoid[A]) monad.Monad[B, B1, Pair[A, B], Pair[A, B1], Pair[A, func(B) B1]] {
return &pairMonadTail[A, B, B1]{s: M.ToSemigroup(m), m: m}
}
// PointedTail implements the pointed operations for [Pair]
func PointedTail[B, A any](m M.Monoid[A]) pointed.Pointed[B, Pair[A, B]] {
return &pairPointedTail[A, B]{m: m}
}
// FunctorTail implements the functor operations for [Pair]
func FunctorTail[B, A, B1 any]() functor.Functor[B, B1, Pair[A, B], Pair[A, B1]] {
return &pairFunctorTail[A, B, B1]{}
}
// ApplicativeTail implements the applicative operations for [Pair]
func ApplicativeTail[B, A, B1 any](m M.Monoid[A]) applicative.Applicative[B, B1, Pair[A, B], Pair[A, B1], Pair[A, func(B) B1]] {
return &pairApplicativeTail[A, B, B1]{s: M.ToSemigroup(m), m: m}
}