Copyright | (C) 2016, The University of Kansas |
---|---|

License | BSD-style (see the file LICENSE) |

Maintainer | Andy Gill |

Stability | Alpha |

Portability | GHC |

Safe Haskell | Safe |

Language | Haskell2010 |

- data RemoteApplicative c p a
- command :: c -> RemoteApplicative c p ()
- procedure :: p a -> RemoteApplicative c p a
- class RunApplicative f where
- runApplicative :: Monad m => (f c p ~> m) -> RemoteApplicative c p ~> m

- runWeakApplicative :: forall m c p. Applicative m => (WeakPacket c p ~> m) -> RemoteApplicative c p ~> m
- runStrongApplicative :: forall m c p. Monad m => (StrongPacket c p ~> m) -> RemoteApplicative c p ~> m
- runApplicativeApplicative :: (ApplicativePacket c p ~> m) -> RemoteApplicative c p ~> m

# The remote applicative

data RemoteApplicative c p a Source

`RemoteApplicative`

is our applicative that can be executed in a remote location.

Functor (RemoteApplicative c p) Source | |

Applicative (RemoteApplicative c p) Source |

# The primitive lift functions

command :: c -> RemoteApplicative c p () Source

promote a command into the applicative

procedure :: p a -> RemoteApplicative c p a Source

promote a command into the applicative

# The run functions

class RunApplicative f where Source

`RunApplicative`

is the overloading for choosing the appropriate bundling strategy for applicative.

runApplicative :: Monad m => (f c p ~> m) -> RemoteApplicative c p ~> m Source

This overloaded function chooses the appropriate bundling strategy based on the type of the handler your provide.

runWeakApplicative :: forall m c p. Applicative m => (WeakPacket c p ~> m) -> RemoteApplicative c p ~> m Source

The weak remote applicative, that sends commands and procedures piecemeal.

runStrongApplicative :: forall m c p. Monad m => (StrongPacket c p ~> m) -> RemoteApplicative c p ~> m Source

The strong remote applicative, that bundles together commands.

runApplicativeApplicative :: (ApplicativePacket c p ~> m) -> RemoteApplicative c p ~> m Source

The applicative remote applicative, that is the identity function.