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Data.Graph.Inductive.Internal.Thread
Contents
Types Operations
Description
Threading Combinators.
Synopsis
type Split t i r = i -> t -> (r, t)
type SplitM t i r = Split t i (Maybe r)
type Thread t i r = (t, Split t i r)
type Collect r c = (r -> c -> c, c)
threadList' :: Collect r c -> Split t i r -> [i] -> t -> (c, t)
threadList :: Collect r c -> Split t i r -> [i] -> t -> (c, t)
threadMaybe' :: (r -> a) -> Split t i r -> Split t j (Maybe i) -> Split t j (Maybe a)
threadMaybe :: (i -> r -> a) -> Split t i r -> SplitM t j i -> SplitM t j a
splitPar :: Split t i r -> Split u j s -> Split (t, u) (i, j) (r, s)
splitParM :: SplitM t i r -> Split u j s -> SplitM (t, u) (i, j) (r, s)
Types
type Split t i r = i -> t -> (r, t)
type SplitM t i r = Split t i (Maybe r)
type Thread t i r = (t, Split t i r)
type Collect r c = (r -> c -> c, c)
Operations
threadList' :: Collect r c -> Split t i r -> [i] -> t -> (c, t)
threadList :: Collect r c -> Split t i r -> [i] -> t -> (c, t)
threadMaybe' :: (r -> a) -> Split t i r -> Split t j (Maybe i) -> Split t j (Maybe a)
threadMaybe :: (i -> r -> a) -> Split t i r -> SplitM t j i -> SplitM t j a
splitPar :: Split t i r -> Split u j s -> Split (t, u) (i, j) (r, s)
splitParM :: SplitM t i r -> Split u j s -> SplitM (t, u) (i, j) (r, s)
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