308 lines
15 KiB
Haskell
308 lines
15 KiB
Haskell
{-
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Tock: a compiler for parallel languages
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Copyright (C) 2007-2008 University of Kent
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This program is free software; you can redistribute it and/or modify it
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under the terms of the GNU General Public License as published by the
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Free Software Foundation, either version 2 of the License, or (at your
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option) any later version.
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This program is distributed in the hope that it will be useful, but
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WITHOUT ANY WARRANTY; without even the implied warranty of
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MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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General Public License for more details.
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You should have received a copy of the GNU General Public License along
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with this program. If not, see <http://www.gnu.org/licenses/>.
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-}
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module FlowUtils where
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import Control.Monad.Error
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import Control.Monad.Reader
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import Control.Monad.State
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import Data.Generics
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import Data.Graph.Inductive hiding (run)
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import qualified AST as A
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import Metadata
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import TreeUtils
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import Utils
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-- | A node will either have:
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-- * zero links out,
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-- * one or more Seq links out,
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-- * ot one or more Par links out.
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-- Zero links means it is a terminal node.
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-- One Seq link means a normal sequential progression.
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-- Multiple Seq links means choice.
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-- Multiple Par links means a parallel branch. All outgoing par links should have the same identifier,
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-- and this identifier is unique and matches a later endpar link
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data EdgeLabel = ESeq | EStartPar Int | EEndPar Int deriving (Show, Eq, Ord)
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-- | A type used to build up tree-modifying functions. When given an inner modification function,
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-- it returns a modification function for the whole tree. The functions are monadic, to
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-- provide flexibility; you can always use the Identity monad.
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type ASTModifier m inner structType = (inner -> m inner) -> (A.Structured structType -> m (A.Structured structType))
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-- | An operator for combining ASTModifier functions as you walk the tree.
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-- While its implementation is simple, it adds clarity to the code.
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(@->) :: ASTModifier m outer b -> ((inner -> m inner) -> (outer -> m outer)) -> ASTModifier m inner b
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(@->) = (.)
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-- | A choice of AST altering functions built on ASTModifier.
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data AlterAST m structType =
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AlterProcess (ASTModifier m A.Process structType)
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|AlterAlternative (ASTModifier m A.Alternative structType)
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|AlterArguments (ASTModifier m [A.Formal] structType)
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|AlterExpression (ASTModifier m A.Expression structType)
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|AlterExpressionList (ASTModifier m A.ExpressionList structType)
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|AlterReplicator (ASTModifier m A.Replicator structType)
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|AlterSpec (ASTModifier m A.Specification structType)
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|AlterNothing
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data Monad mAlter => FNode' mAlter label structType
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= Node (Meta, label, AlterAST mAlter structType)
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-- | The label for a node. A Meta tag, a custom label, and a function
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-- for altering the part of the AST that this node came from
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type FNode mAlter label = FNode' mAlter label ()
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--type FEdge = (Node, EdgeLabel, Node)
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instance (Monad m, Show a) => Show (FNode' m a b) where
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show (Node (m,x,_)) = (filter ((/=) '\"')) $ show m ++ ":" ++ show x
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type FlowGraph' mAlter label structType = Gr (FNode' mAlter label structType) EdgeLabel
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-- | The main FlowGraph type. The mAlter parameter is the monad
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-- in which alterations to the AST (based on the FlowGraph)
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-- must occur. The label parameter is the type of the node labels.
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type FlowGraph mAlter label = FlowGraph' mAlter label ()
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-- | A list of nodes and edges. Used for building up the graph.
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type NodesEdges m a b = ([LNode (FNode' m a b)],[LEdge EdgeLabel])
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-- | The state carried around when building up the graph. In order they are:
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-- * The next node identifier
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-- * The next identifier for a PAR item (for the EStartPar\/EEndPar edges)
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-- * The list of nodes and edges to put into the graph
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-- * The list of root nodes thus far (those with no links to them)
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-- * The list of terminator nodes thus far (those with no links from them)
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type GraphMakerState mAlter a b = (Node, Int, NodesEdges mAlter a b, [Node], [Node])
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type GraphMaker mLabel mAlter a b c = ErrorT String (ReaderT (GraphLabelFuncs mLabel a) (StateT (GraphMakerState mAlter a b) mLabel)) c
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-- | The GraphLabelFuncs type. These are a group of functions
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-- used to provide labels for different elements of AST.
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-- The m parameter is the monad the labelling must take place in,
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-- and the label parameter is of course the label type.
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-- The primary reason for having the blank (dummy) generator take a
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-- Meta as an argument is actually for testing. But other uses
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-- can simply ignore it if they want.
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data Monad m => GraphLabelFuncs m label = GLF {
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labelDummy :: Meta -> m label
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,labelStartNode :: (Meta, [A.Formal]) -> m label
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,labelProcess :: A.Process -> m label
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,labelAlternative :: A.Alternative -> m label
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,labelExpression :: A.Expression -> m label
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,labelExpressionList :: A.ExpressionList -> m label
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,labelReplicator :: A.Replicator -> m label
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,labelScopeIn :: A.Specification -> m label
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,labelScopeOut :: A.Specification -> m label
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}
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getNodeMeta :: Monad m => FNode' m a b -> Meta
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getNodeMeta (Node (m,_,_)) = m
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getNodeData :: Monad m => FNode' m a b -> a
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getNodeData (Node (_,d,_)) = d
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getNodeFunc :: Monad m => FNode' m a b -> AlterAST m b
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getNodeFunc (Node (_,_,f)) = f
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makeTestNode :: Monad m => Meta -> a -> FNode m a
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makeTestNode m d = Node (m,d,undefined)
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-- | Builds the instructions to send to GraphViz
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makeFlowGraphInstr :: (Monad m, Show a, Data b) => FlowGraph' m a b -> String
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makeFlowGraphInstr = graphviz'
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-- | Joins two labelling functions together. They must use the same monad.
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joinLabelFuncs :: forall a b m. Monad m => GraphLabelFuncs m a -> GraphLabelFuncs m b -> GraphLabelFuncs m (a,b)
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joinLabelFuncs fx fy = GLF
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{
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labelDummy = joinItem labelDummy,
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labelStartNode = joinItem labelStartNode,
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labelProcess = joinItem labelProcess,
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labelAlternative = joinItem labelAlternative,
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labelExpression = joinItem labelExpression,
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labelExpressionList = joinItem labelExpressionList,
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labelReplicator = joinItem labelReplicator,
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labelScopeIn = joinItem labelScopeIn,
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labelScopeOut = joinItem labelScopeOut
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}
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where
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joinItem :: (forall l. GraphLabelFuncs m l -> (k -> m l)) -> (k -> m (a,b))
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joinItem item = joinTwo (item fx) (item fy)
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joinTwo :: (a' -> m b') -> (a' -> m c') -> (a' -> m (b',c'))
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joinTwo f0 f1 x = do x0 <- f0 x
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x1 <- f1 x
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return (x0,x1)
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mkLabelFuncsConst :: Monad m => m label -> GraphLabelFuncs m label
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mkLabelFuncsConst v = GLF (const v) (const v) (const v) (const v) (const v) (const v) (const v) (const v) (const v)
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mkLabelFuncsGeneric :: Monad m => (forall t. Data t => t -> m label) -> GraphLabelFuncs m label
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mkLabelFuncsGeneric f = GLF f f f f f f f f f
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run :: forall mLabel mAlter label structType b. (Monad mLabel, Monad mAlter) => (GraphLabelFuncs mLabel label -> (b -> mLabel label)) -> b -> GraphMaker mLabel mAlter label structType label
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run func x = do f <- asks func
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lift . lift .lift $ f x
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addNode :: (Monad mLabel, Monad mAlter) => (Meta, label, AlterAST mAlter structType) -> GraphMaker mLabel mAlter label structType Node
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addNode x = do (n,pi,(nodes, edges), rs, ts) <- get
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put (n+1, pi,((n, Node x):nodes, edges), rs, ts)
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return n
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denoteRootNode :: (Monad mLabel, Monad mAlter) => Node -> GraphMaker mLabel mAlter label structType ()
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denoteRootNode root = do (n, pi, nes, roots, ts) <- get
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put (n, pi, nes, root : roots, ts)
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denoteTerminatorNode :: (Monad mLabel, Monad mAlter) => Node -> GraphMaker mLabel mAlter label structType ()
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denoteTerminatorNode t = do (n, pi, nes, roots, ts) <- get
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put (n, pi, nes, roots, t : ts)
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addEdge :: (Monad mLabel, Monad mAlter) => EdgeLabel -> Node -> Node -> GraphMaker mLabel mAlter label structType ()
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addEdge label start end = do (n, pi, (nodes, edges), rs, ts) <- get
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-- Edges should only be added after the nodes, so
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-- for safety here we can check that the nodes exist:
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if (notElem start $ map fst nodes) || (notElem end $ map fst nodes)
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then throwError "Could not add edge between non-existent nodes"
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else put (n + 1, pi, (nodes,(start, end, label):edges), rs,
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ts)
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-- It is important for the flow-graph tests that the Meta tag passed in is the same as the
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-- result of calling findMeta on the third parameter
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addNode' :: (Monad mLabel, Monad mAlter) => Meta -> (GraphLabelFuncs mLabel label -> (b -> mLabel label)) -> b -> AlterAST mAlter structType -> GraphMaker mLabel mAlter label structType Node
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addNode' m f t r = do val <- run f t
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addNode (m, val, r)
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addNodeExpression :: (Monad mLabel, Monad mAlter) => Meta -> A.Expression -> (ASTModifier mAlter A.Expression structType) -> GraphMaker mLabel mAlter label structType Node
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addNodeExpression m e r = addNode' m labelExpression e (AlterExpression r)
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addNodeExpressionList :: (Monad mLabel, Monad mAlter) => Meta -> A.ExpressionList -> (ASTModifier mAlter A.ExpressionList structType) -> GraphMaker mLabel mAlter label structType Node
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addNodeExpressionList m e r = addNode' m labelExpressionList e (AlterExpressionList r)
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addDummyNode :: (Monad mLabel, Monad mAlter) => Meta -> GraphMaker mLabel mAlter label structType Node
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addDummyNode m = addNode' m labelDummy m AlterNothing
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getNextParEdgeId :: (Monad mLabel, Monad mAlter) => GraphMaker mLabel mAlter label structType Int
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getNextParEdgeId = do (a, pi, b, c, d) <- get
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put (a, pi + 1, b, c, d)
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return pi
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addParEdges :: (Monad mLabel, Monad mAlter) => Int -> (Node,Node) -> [(Node,Node)] -> GraphMaker mLabel mAlter label structType ()
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addParEdges usePI (s,e) pairs
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= do (n,pi,(nodes,edges),rs,ts) <- get
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put (n,pi,(nodes,edges ++ (concatMap (parEdge usePI) pairs)),rs,ts)
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where
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parEdge :: Int -> (Node, Node) -> [LEdge EdgeLabel]
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parEdge id (a,z) = [(s,a,(EStartPar id)),(z,e,(EEndPar id))]
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-- The build-up functions are all of type (innerType -> m innerType) -> outerType -> m outerType
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-- which has the synonym Route m innerType outerType
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getN :: Int -> [a] -> ([a],a,[a])
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getN n xs = let (f,(m:e)) = splitAt n xs in (f,m,e)
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routeList :: Monad m => Int -> (a -> m a) -> ([a] -> m [a])
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routeList n f xs
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= do let (pre,x,suf) = getN n xs
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x' <- f x
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return (pre ++ [x'] ++ suf)
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mapMR :: forall inner mAlter mLabel label retType structType. (Monad mLabel, Monad mAlter) =>
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ASTModifier mAlter [inner] structType ->
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(inner -> ASTModifier mAlter inner structType -> GraphMaker mLabel mAlter label structType retType) ->
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[inner] -> GraphMaker mLabel mAlter label structType [retType]
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mapMR outerRoute func xs = mapM funcAndRoute (zip [0..] xs)
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where
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funcAndRoute :: (Int, inner) -> GraphMaker mLabel mAlter label structType retType
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funcAndRoute (ind,x) = func x (outerRoute @-> routeList ind)
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mapMRE :: forall inner mAlter mLabel label structType. (Monad mLabel, Monad mAlter) => ASTModifier mAlter [inner] structType -> (inner -> ASTModifier mAlter inner structType -> GraphMaker mLabel mAlter label structType (Either Bool (Node,Node))) -> [inner] -> GraphMaker mLabel mAlter label structType (Either Bool [(Node,Node)])
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mapMRE outerRoute func xs = mapM funcAndRoute (zip [0..] xs) >>* foldl foldEither (Left False)
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where
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foldEither :: Either Bool [(Node,Node)] -> Either Bool (Node,Node) -> Either Bool [(Node,Node)]
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foldEither (Left _) (Right n) = Right [n]
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foldEither (Right ns) (Left _) = Right ns
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foldEither (Left hadNode) (Left hadNode') = Left $ hadNode || hadNode'
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foldEither (Right ns) (Right n) = Right (ns ++ [n])
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funcAndRoute :: (Int, inner) -> GraphMaker mLabel mAlter label structType (Either Bool (Node,Node))
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funcAndRoute (ind,x) = func x (outerRoute @-> routeList ind)
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nonEmpty :: Either Bool [(Node,Node)] -> Bool
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nonEmpty (Left hadNodes) = hadNodes
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nonEmpty (Right nodes) = not (null nodes)
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joinPairs :: (Monad mLabel, Monad mAlter) => Meta -> [(Node, Node)] -> GraphMaker mLabel mAlter label structType (Node, Node)
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joinPairs m [] = addDummyNode m >>* mkPair
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joinPairs m nodes = do sequence_ $ mapPairs (\(_,s) (e,_) -> addEdge ESeq s e) nodes
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return (fst (head nodes), snd (last nodes))
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decomp22 :: (Monad m, Data a, Typeable a0, Typeable a1) => (a0 -> a1 -> a) -> (a1 -> m a1) -> (a -> m a)
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decomp22 con f1 = decomp2 con return f1
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decomp23 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2) => (a0 -> a1 -> a2 -> a) -> (a1 -> m a1) -> (a -> m a)
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decomp23 con f1 = decomp3 con return f1 return
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decomp33 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2) => (a0 -> a1 -> a2 -> a) -> (a2 -> m a2) -> (a -> m a)
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decomp33 con f2 = decomp3 con return return f2
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decomp34 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3) =>
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(a0 -> a1 -> a2 -> a3 -> a) -> (a2 -> m a2) -> (a -> m a)
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decomp34 con f2 = decomp4 con return return f2 return
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decomp44 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3) =>
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(a0 -> a1 -> a2 -> a3 -> a) -> (a3 -> m a3) -> (a -> m a)
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decomp44 con f3 = decomp4 con return return return f3
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decomp45 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3, Typeable a4) =>
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(a0 -> a1 -> a2 -> a3 -> a4 -> a) -> (a3 -> m a3) -> (a -> m a)
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decomp45 con f3 = decomp5 con return return return f3 return
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decomp55 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3, Typeable a4) =>
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(a0 -> a1 -> a2 -> a3 -> a4 -> a) -> (a4 -> m a4) -> (a -> m a)
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decomp55 con f4 = decomp5 con return return return return f4
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route22 :: (Monad m, Data a, Typeable a0, Typeable a1) => ASTModifier m a b -> (a0 -> a1 -> a) -> ASTModifier m a1 b
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route22 route con = route @-> (decomp22 con)
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route23 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2) => ASTModifier m a b -> (a0 -> a1 -> a2 -> a) -> ASTModifier m a1 b
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route23 route con = route @-> (decomp23 con)
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route33 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2) => ASTModifier m a b -> (a0 -> a1 -> a2 -> a) -> ASTModifier m a2 b
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route33 route con = route @-> (decomp33 con)
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route34 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3) =>
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ASTModifier m a b -> (a0 -> a1 -> a2 -> a3 -> a) -> ASTModifier m a2 b
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route34 route con = route @-> (decomp34 con)
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route44 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3) =>
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ASTModifier m a b -> (a0 -> a1 -> a2 -> a3 -> a) -> ASTModifier m a3 b
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route44 route con = route @-> (decomp44 con)
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route45 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3, Typeable a4) =>
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ASTModifier m a b -> (a0 -> a1 -> a2 -> a3 -> a4 -> a) -> ASTModifier m a3 b
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route45 route con = route @-> (decomp45 con)
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route55 :: (Monad m, Data a, Typeable a0, Typeable a1, Typeable a2, Typeable a3, Typeable a4) =>
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ASTModifier m a b -> (a0 -> a1 -> a2 -> a3 -> a4 -> a) -> ASTModifier m a4 b
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route55 route con = route @-> (decomp55 con)
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