
Hi all, During a little experiment I discovered there is no MonadFix instance available for the STM monad. Is this absence the consequence of some deep restriction of how STM works or 'just accidental'? Is there some way I could derive this instance? For those who are interested and may know other ways to solve my problem, I'm trying to tie the knot in a graph by using transactional variables as the edges between nodes. I'm trying to do this in a rather generic way:
{-# LANGUAGE DeriveFunctor, DeriveFoldable, DeriveTraversable, StandaloneDeriving, DoRec #-} module Graph where
import Control.Applicative import Control.Concurrent.STM import Control.Monad.Fix import Data.Maybe import Data.Foldable import Data.Traversable import Prelude hiding (mapM) import qualified Data.Map as M
instance MonadFix STM where mfix = error "I need this instance!" -- What to do?
-- A single node is a graph, has a list of both incoming and outgoing edges.
data Node edge = Node { nodeId :: NodeId , payload :: String , incoming :: [edge] , ougoing :: [edge] } deriving (Functor, Foldable, Traversable)
type NodeId = String
-- A graph with an index on the nodes by NodeId, parametrized with the type we -- want to used as the edge pointer.
type Graph edge = M.Map NodeId (Node edge)
-- Type level fixed point combinator with a TVar annotation.
newtype TFix f = TIn { tout :: TVar (f (TFix f)) }
-- Take a graph that uses NodeIds as edges and recursively transform it into a -- graph with TVars to the neighbouring nodes in the edges.
tieTheKnot :: Graph NodeId -> STM (Graph (TFix Node)) tieTheKnot untied = do rec tied <- (mapM . mapM) (\nodeid -> TIn <$> newTVar (tryLookup nodeid tied)) untied return tied
-- Helper function to lookup a pre-tied node from a graph, throws an error when -- the edge could not be resolved. This should, of course, not happen!
tryLookup :: NodeId -> Graph (TFix Node) -> Node (TFix Node) tryLookup i = fromJust (error msg) . M.lookup i where msg = "tieTheKnot: Lookup error, input is an incomplete graph."
Thanks in advance, -- Sebastiaan Visser http://www.silkapp.com