package preface

You can search for identifiers within the package.

in-package search v0.2.0

package preface

preface
- Preface
preface.core
- Preface_core
  - Fun
    
    Infix
  - Monoid
  - Nonempty_list
  - Shims
    
    Either
preface.stdlib
- Preface_stdlib
  - Approximation
    
    Over
    
    Applicative
    
    Infix
    
    Syntax
    
    M
    
    Infix
    
    Selective
    
    Infix
    
    Syntax
    
    Under
    
    Applicative
    
    Infix
    
    Syntax
    
    M
    
    Infix
    
    Selective
    
    Infix
    
    Syntax
  - Continuation
    
    Applicative
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
  - Either
    
    Alt
    
    Infix
    
    T
    
    Applicative
    
    Infix
    
    Syntax
    
    T
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Bifunctor
    
    Foldable
    
    T
    
    Functor
    
    Infix
    
    T
    
    Monad
    
    Infix
    
    Syntax
    
    T
    
    Traversable
    
    M
    
    Infix
    
    Syntax
  - Env
    
    Over
    
    Comonad
    
    Infix
    
    Syntax
    
    Env
    
    Functor
    
    Infix
    
    Infix
    
    Local
    
    Env
    
    Syntax
  - Exn
  - Fun
    
    Arrow
    
    Infix
    
    Arrow_apply
    
    Infix
    
    Arrow_choice
    
    Infix
    
    Category
    
    Infix
    
    Choice
    
    Closed
    
    Infix
    
    Profunctor
    
    Strong
  - Identity
    
    Applicative
    
    Infix
    
    Syntax
    
    Comonad
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Selective
    
    Infix
    
    Syntax
  - List
    
    Alternative
    
    Infix
    
    Syntax
    
    Applicative
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Foldable
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Traversable
    
    M
    
    Infix
    
    Syntax
    
    Monad_plus
    
    Infix
    
    Syntax
    
    Monoid
    
    Infix
    
    T
    
    Selective
    
    Infix
    
    Syntax
  - Nonempty_list
    
    Alt
    
    Infix
    
    Applicative
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Comonad
    
    Infix
    
    Syntax
    
    Foldable
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Traversable
    
    M
    
    Infix
    
    Syntax
    
    Selective
    
    Infix
    
    Syntax
    
    Semigroup
    
    Infix
    
    T
  - Option
    
    Alternative
    
    Infix
    
    Syntax
    
    Applicative
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Foldable
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Traversable
    
    M
    
    Infix
    
    Syntax
    
    Monad_plus
    
    Infix
    
    Syntax
    
    Monoid
    
    Infix
    
    M
    
    Infix
  - Pair
    
    Bifunctor
    
    Infix
  - Predicate
    
    Contravariant
    
    Infix
    
    Divisible
    
    Infix
    
    Infix
  - Reader
    
    Over
    
    Applicative
    
    Infix
    
    Syntax
    
    Env
    
    Functor
    
    Infix
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Syntax
  - Result
    
    Alt
    
    Infix
    
    T
    
    Applicative
    
    Infix
    
    Syntax
    
    T
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Bifunctor
    
    Foldable
    
    T
    
    Functor
    
    Infix
    
    T
    
    Monad
    
    Infix
    
    Syntax
    
    T
    
    Traversable
    
    M
    
    Infix
    
    Syntax
  - State
    
    Over
    
    Applicative
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    State
    
    Syntax
  - Store
    
    Over
    
    Comonad
    
    Infix
    
    Syntax
    
    Experiment
    
    F
    
    Infix
    
    Functor
    
    Infix
    
    Infix
    
    Store
    
    Syntax
  - Stream
    
    Applicative
    
    Infix
    
    Syntax
    
    Comonad
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
  - Traced
    
    Over
    
    Comonad
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Infix
    
    Syntax
    
    Tape
    
    Infix
  - Try
    
    Alt
    
    Infix
    
    Applicative
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Foldable
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Traversable
    
    M
    
    Infix
    
    Syntax
  - Validate
    
    Alt
    
    Infix
    
    Applicative
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Foldable
    
    Functor
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Traversable
    
    M
    
    Infix
    
    Syntax
    
    Selective
    
    Infix
    
    Syntax
  - Validation
    
    Alt
    
    Errors
    
    Infix
    
    Infix
    
    Applicative
    
    Errors
    
    Infix
    
    Infix
    
    Syntax
    
    Traversable
    
    A
    
    Infix
    
    Syntax
    
    Bifunctor
    
    Foldable
    
    T
    
    Functor
    
    Infix
    
    T
    
    Monad
    
    Infix
    
    Syntax
    
    T
    
    Traversable
    
    M
    
    Infix
    
    Syntax
    
    Selective
    
    Errors
    
    Infix
    
    Infix
    
    Syntax
  - Writer
    
    Over
    
    Applicative
    
    Infix
    
    Syntax
    
    Functor
    
    Infix
    
    Infix
    
    Monad
    
    Infix
    
    Syntax
    
    Syntax
    
    Tape
    
    Infix

Legend:
Library
Module
Module type
Parameter
Class
Class type

type 'a t = 'a Contravariant.t

The type held by the Divisible.

val divide : ('a -> 'b * 'c) -> 'b t -> 'c t -> 'a t

The contravariant version of apply from Applicative.

val conquer : 'a t

Provide and empty value.