glance/app/Translate.hs

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{-# LANGUAGE NoMonomorphismRestriction, FlexibleContexts, TypeFamilies #-}
module Translate(
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translateString,
drawingFromDecl,
drawingsFromModule
) where
import qualified Diagrams.Prelude as DIA
import Diagrams.Prelude((<>))
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import Language.Haskell.Exts(Decl(..), parseDecl, Name(..), Pat(..), Rhs(..),
Exp(..), QName(..), fromParseResult, Match(..), QOp(..), GuardedRhs(..),
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Stmt(..), Binds(..), Alt(..), Module(..))
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import qualified Language.Haskell.Exts as Exts
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import Control.Monad.State(State, evalState)
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import Debug.Trace
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import Data.Either(partitionEithers, rights)
import Data.List(unzip4, partition)
import Control.Monad(replicateM)
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import Types(Icon, Edge(..), Drawing(..), NameAndPort(..), IDState,
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initialIdState, getId)
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import Util(toNames, noEnds, nameAndPort, justName, mapFst)
import Icons(Icon(..))
type Reference = Either String NameAndPort
-- | An IconGraph is a normal Drawing (Icons, Edges, and sub Drawings) with two additional fields:
-- unconected sink ports (varible usage), and unconnected source ports (varible definition).
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data IconGraph = IconGraph {
igIcons :: [(DIA.Name, Icon)],
igEdges :: [Edge],
igSubDrawings :: [(DIA.Name, Drawing)],
igSinks :: [(String, NameAndPort)],
igBindings :: [(String, Reference)]}
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deriving (Show)
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type EvalContext = [String]
type GraphAndRef = (IconGraph, Reference)
type Sink = (String, NameAndPort)
instance DIA.Semigroup IconGraph where
(IconGraph icons1 edges1 subDrawings1 sinks1 sources1) <> (IconGraph icons2 edges2 subDrawings2 sinks2 sources2) =
IconGraph (icons1 <> icons2) (edges1 <> edges2) (subDrawings1 <> subDrawings2) (sinks1 <> sinks2) (sources1 <> sources2)
instance Monoid IconGraph where
mempty = IconGraph mempty mempty mempty mempty mempty
mappend = (<>)
iconGraphFromIcons :: [(DIA.Name, Icon)] -> IconGraph
iconGraphFromIcons icons = IconGraph icons mempty mempty mempty mempty
iconGraphFromIconsEdges :: [(DIA.Name, Icon)] -> [Edge] -> IconGraph
iconGraphFromIconsEdges icons edges = IconGraph icons edges mempty mempty mempty
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getUniqueName :: String -> State IDState String
getUniqueName base = fmap ((base ++). show) getId
nameToString :: Language.Haskell.Exts.Name -> String
nameToString (Ident s) = s
nameToString (Symbol s) = s
evalPApp :: QName -> [Pat] -> State IDState (IconGraph, NameAndPort)
evalPApp name patterns = do
patName <- DIA.toName <$> getUniqueName "pat"
let
context = mempty
evaledPatterns <- mapM evalPattern patterns
let
constructorName = evalQName name context
gr = makeApplyGraph True patName constructorName evaledPatterns (length evaledPatterns)
pure gr
evalPLit :: Exts.Sign -> Exts.Literal -> State IDState (IconGraph, NameAndPort)
evalPLit Exts.Signless l = evalLit l
evalPLit Exts.Negative l = makeBox ('-' : showLiteral l)
evalPattern :: Pat -> State IDState GraphAndRef
evalPattern p = case p of
PVar n -> pure (mempty, Left $ nameToString n)
PLit s l -> fmap Right <$> evalPLit s l
PApp name patterns -> fmap Right <$> evalPApp name patterns
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-- TODO special tuple handling.
PTuple box patterns -> fmap Right <$> evalPApp (Exts.UnQual $ Ident "(,)") patterns
PParen pat -> evalPattern pat
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PWildCard -> fmap Right <$> makeBox "_"
evalQName :: QName -> EvalContext -> (IconGraph, Reference)
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evalQName (UnQual n) context = result where
nameString = nameToString n
graph = iconGraphFromIcons [(DIA.toName nameString, TextBoxIcon nameString)]
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result = if nameString `elem` context
then (mempty, Left nameString)
else (graph, Right $ justName nameString)
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-- TODO remove initialIdState
evalQName (Special Exts.UnitCon) _ = Right <$> evalState (makeBox "()") initialIdState
evalQOp :: QOp -> EvalContext -> (IconGraph, Reference)
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evalQOp (QVarOp n) = evalQName n
evalQOp (QConOp n) = evalQName n
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-- TODO: Refactor with combineExpressions
edgesForRefPortList :: Bool -> [(Reference, NameAndPort)] -> IconGraph
edgesForRefPortList inPattern portExpPairs = mconcat $ fmap mkGraph portExpPairs where
mkGraph (ref, port) = case ref of
Left str -> if inPattern
then IconGraph mempty mempty mempty mempty [(str, Right port)]
else IconGraph mempty mempty mempty [(str, port)] mempty
Right resultPort -> IconGraph mempty [Edge (resultPort, port) noEnds] mempty mempty mempty
combineExpressions :: Bool -> [(GraphAndRef, NameAndPort)] -> IconGraph
combineExpressions inPattern portExpPairs = mconcat $ fmap mkGraph portExpPairs where
mkGraph ((graph, ref), port) = graph <> case ref of
Left str -> if inPattern
then IconGraph mempty mempty mempty mempty [(str, Right port)]
else IconGraph mempty mempty mempty [(str, port)] mempty
Right resultPort -> IconGraph mempty [Edge (resultPort, port) noEnds] mempty mempty mempty
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makeApplyGraph :: Bool -> DIA.Name -> (IconGraph, Reference) -> [(IconGraph, Reference)] -> Int -> (IconGraph, NameAndPort)
makeApplyGraph inPattern applyIconName funVal argVals numArgs = (newGraph <> combinedGraph, nameAndPort applyIconName 1)
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where
argumentPorts = map (nameAndPort applyIconName) [2,3..]
functionPort = nameAndPort applyIconName 0
combinedGraph = combineExpressions inPattern $ zip (funVal:argVals) (functionPort:argumentPorts)
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icons = [(applyIconName, Apply0NIcon numArgs)]
newGraph = iconGraphFromIcons icons
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evalApp :: (Exp, [Exp]) -> EvalContext -> State IDState (IconGraph, NameAndPort)
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evalApp (funExp, argExps) c = do
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funVal <- evalExp c funExp
argVals <- mapM (evalExp c) argExps
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applyIconName <- DIA.toName <$> getUniqueName "app0"
pure $ makeApplyGraph False applyIconName funVal argVals (length argExps)
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evalInfixApp :: EvalContext -> Exp -> QOp -> Exp -> State IDState (IconGraph, NameAndPort)
evalInfixApp c e1 op e2 = do
argVals <- mapM (evalExp c) [e1, e2]
applyIconName <- DIA.toName <$> getUniqueName "app0"
let funVal = evalQOp op c
pure $ makeApplyGraph False applyIconName funVal argVals 2
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-- TODO add test for this function
simplifyApp :: Exp -> (Exp, [Exp])
simplifyApp (App exp1 exp2) = (funExp, args <> [exp2])
where
(funExp, args) = simplifyApp exp1
simplifyApp e = (e, [])
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evalIf :: EvalContext -> Exp -> Exp -> Exp -> State IDState (IconGraph, NameAndPort)
evalIf c e1 e2 e3 = do
e1Val <- evalExp c e1
e2Val <- evalExp c e2
e3Val <- evalExp c e3
guardName <- DIA.toName <$> getUniqueName "if"
let
icons = [(guardName, GuardIcon 2)]
combinedGraph =
combineExpressions False $ zip [e1Val, e2Val, e3Val] (map (nameAndPort guardName) [3, 2, 4])
newGraph = iconGraphFromIcons icons <> combinedGraph
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pure (newGraph, NameAndPort guardName (Just 0))
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evalStmt :: EvalContext -> Stmt -> State IDState GraphAndRef
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evalStmt c (Qualifier e) = evalExp c e
evalStmts :: EvalContext -> [Stmt] -> State IDState GraphAndRef
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evalStmts c [stmt] = evalStmt c stmt
evalGuaredRhs :: EvalContext -> GuardedRhs -> State IDState (GraphAndRef, GraphAndRef)
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evalGuaredRhs c (GuardedRhs _ stmts e) = do
expVal <- evalExp c e
stmtsVal <- evalStmts c stmts
pure (stmtsVal, expVal)
evalGuardedRhss :: EvalContext -> [GuardedRhs] -> State IDState (IconGraph, NameAndPort)
evalGuardedRhss c rhss = do
guardName <- DIA.toName <$> getUniqueName "guard"
evaledRhss <- mapM (evalGuaredRhs c) rhss
let
(bools, exps) = unzip evaledRhss
expsWithPorts = zip exps $ map (nameAndPort guardName) [2,4..]
boolsWithPorts = zip bools $ map (nameAndPort guardName) [3,5..]
combindedGraph = combineExpressions False $ expsWithPorts <> boolsWithPorts
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icons = [(guardName, GuardIcon (length rhss))]
newGraph = iconGraphFromIcons icons <> combindedGraph
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pure (newGraph, NameAndPort guardName (Just 0))
makeBox :: String -> State IDState (IconGraph, NameAndPort)
makeBox str = do
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name <- DIA.toName <$> getUniqueName str
let graph = iconGraphFromIcons [(DIA.toName name, TextBoxIcon str)]
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pure (graph, justName name)
makeLiteral :: (Show x) => x -> State IDState (IconGraph, NameAndPort)
makeLiteral = makeBox. show
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evalLit :: Exts.Literal -> State IDState (IconGraph, NameAndPort)
evalLit (Exts.Int x) = makeLiteral x
evalLit (Exts.Char x) = makeLiteral x
evalLit (Exts.String x) = makeLiteral x
-- TODO: Print the Rational as a floating point.
evalLit (Exts.Frac x) = makeLiteral x
-- TODO: Test the unboxed literals
evalLit (Exts.PrimInt x) = makeLiteral x
evalLit (Exts.PrimWord x) = makeLiteral x
evalLit (Exts.PrimFloat x) = makeLiteral x
evalLit (Exts.PrimDouble x) = makeLiteral x
evalLit (Exts.PrimChar x) = makeLiteral x
evalLit (Exts.PrimString x) = makeLiteral x
showLiteral :: Exts.Literal -> String
showLiteral (Exts.Int x) = show x
showLiteral (Exts.Char x) = show x
showLiteral (Exts.String x) = show x
-- TODO: Print the Rational as a floating point.
showLiteral (Exts.Frac x) = show x
-- TODO: Test the unboxed literals
showLiteral (Exts.PrimInt x) = show x
showLiteral (Exts.PrimWord x) = show x
showLiteral (Exts.PrimFloat x) = show x
showLiteral (Exts.PrimDouble x) = show x
showLiteral (Exts.PrimChar x) = show x
showLiteral (Exts.PrimString x) = show x
namesInPattern :: GraphAndRef -> [String]
namesInPattern (_, Left str) = [str]
namesInPattern (IconGraph _ _ _ _ bindings, Right _) = fmap fst bindings
getBoundVarName :: Decl -> [String]
-- TODO Should evalState be used here?
getBoundVarName (PatBind _ pat _ _) = namesInPattern $ evalState (evalPattern pat) initialIdState
getBoundVarName (FunBind [Match _ name _ _ _ _]) = [nameToString name]
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getBoundVarName (FunBind (Match _ name _ _ _ _:_)) = [nameToString name]
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--TODO: Should this call makeEdges?
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evalBinds :: EvalContext -> Binds -> State IDState (IconGraph, EvalContext)
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evalBinds c (BDecls decls) = do
let
boundNames = concatMap getBoundVarName decls
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augmentedContext = boundNames <> c
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evaledDecl <- mconcat <$> mapM (evalDecl augmentedContext) decls
pure (evaledDecl, augmentedContext)
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printSelf :: (Show a) => a -> a
printSelf a = Debug.Trace.trace (show a ++ "\n\n") a
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-- | Recursivly find the matching reference in a list of bindings.
-- TODO: Might want to present some indication if there is a reference cycle.
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lookupReference :: [(String, Reference)] -> Reference -> Reference
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lookupReference _ ref@(Right _) = ref
lookupReference bindings ref@(Left originalS) = lookupHelper ref where
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lookupHelper newRef@(Right _) = newRef
lookupHelper newRef@(Left s)= case lookup s bindings of
Just r -> failIfCycle r $ lookupHelper r
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Nothing -> newRef
where
failIfCycle r@(Left newStr) res = if newStr == originalS then r else res
failIfCycle _ res = res
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deleteBindings :: IconGraph -> IconGraph
deleteBindings (IconGraph a b c d _) = IconGraph a b c d mempty
makeEdgesCore :: [Sink] -> [(String, Reference)] -> ([Sink], [Edge])
makeEdgesCore sinks bindings = partitionEithers $ fmap renameOrMakeEdge sinks
where
renameOrMakeEdge :: (String, NameAndPort) -> Either (String, NameAndPort) Edge
renameOrMakeEdge orig@(s, destPort) = case lookup s bindings of
Just ref -> case lookupReference bindings ref of
(Right sourcePort) -> Right $ Edge (sourcePort, destPort) noEnds
(Left newStr) -> Left (newStr, destPort)
Nothing -> Left orig
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makeEdges :: IconGraph -> IconGraph
makeEdges (IconGraph icons edges c sinks bindings) = newGraph where
(newSinks, newEdges) = makeEdgesCore sinks bindings
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newGraph = IconGraph icons (newEdges <> edges) c newSinks bindings
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evalGeneralLet :: (EvalContext -> State IDState (IconGraph, Reference)) -> EvalContext -> Binds -> State IDState (IconGraph, Reference)
evalGeneralLet expOrRhsEvaler c bs = do
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(bindGraph, bindContext) <- evalBinds c bs
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expVal <- expOrRhsEvaler bindContext
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let
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(expGraph, expResult) = expVal
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newGraph = deleteBindings . makeEdges $ expGraph <> bindGraph
(IconGraph _ _ _ _ bindings) = bindGraph
pure (newGraph, lookupReference bindings expResult)
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evalLet :: EvalContext -> Binds -> Exp -> State IDState (IconGraph, Reference)
evalLet context binds e = evalGeneralLet (`evalExp` e) context binds
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-- TODO: Refactor this with evalPatBind
evalPatAndRhs :: EvalContext -> Pat -> Rhs -> Maybe Binds -> State IDState (Bool, IconGraph, Reference, NameAndPort)
evalPatAndRhs c pat rhs maybeWhereBinds = do
patternNames <- namesInPattern <$> evalPattern pat
let rhsContext = patternNames <> c
-- TODO: remove coerceExpressionResult
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(rhsGraph, rhsRef) <- rhsWithBinds maybeWhereBinds rhs rhsContext >>= coerceExpressionResult
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(patGraph, patRef) <- evalPattern pat
caseIconName <- DIA.toName <$> getUniqueName "case"
let
grWithEdges = makeEdges (rhsGraph <> patGraph)
-- The pattern and rhs are conneted if makeEdges added extra edges.
patRhsAreConnected =
length (igEdges grWithEdges) > (length (igEdges rhsGraph) + length (igEdges patGraph))
pure (patRhsAreConnected, deleteBindings grWithEdges, patRef, rhsRef)
-- returns (combined graph, pattern reference, rhs reference)
evalAlt :: EvalContext -> Exts.Alt -> State IDState (Bool, IconGraph, Reference, NameAndPort)
evalAlt c (Exts.Alt s pat rhs maybeBinds) = evalPatAndRhs c pat rhs maybeBinds
evalCase :: EvalContext -> Exp -> [Alt] -> State IDState (IconGraph, NameAndPort)
evalCase c e alts = do
evaledAlts <- mapM (evalAlt c) alts
(expGraph, expRef) <- evalExp c e
caseIconName <- getUniqueName "case"
let
(patRhsConnected, altGraphs, patRefs, rhsRefs) = unzip4 evaledAlts
combindedAltGraph = mconcat altGraphs
numAlts = length alts
icons = toNames [(caseIconName, CaseIcon numAlts)]
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caseGraph = iconGraphFromIcons icons
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expEdge = (expRef, nameAndPort caseIconName 0)
patEdges = zip patRefs $ map (nameAndPort caseIconName ) [2,4..]
rhsEdges = zip patRhsConnected $ zip rhsRefs $ map (nameAndPort caseIconName) [3,5..]
(connectedRhss, unConnectedRhss) = partition fst rhsEdges
resultIconNames <- replicateM numAlts (getUniqueName "caseResult")
let
makeCaseResult resultIconName rhsPort = iconGraphFromIconsEdges rhsNewIcons rhsNewEdges
where
rhsNewIcons = toNames [(resultIconName, CaseResultIcon)]
rhsNewEdges = [Edge (rhsPort, justName resultIconName) noEnds]
caseResultGraphs = mconcat $ zipWith makeCaseResult resultIconNames (fmap (fst . snd) connectedRhss)
filteredRhsEdges = mapFst Right $ fmap snd unConnectedRhss
caseEdgeGraph = edgesForRefPortList False $ expEdge : (patEdges <> filteredRhsEdges)
finalGraph = caseResultGraphs <> expGraph <> caseEdgeGraph <> caseGraph <> combindedAltGraph
pure (finalGraph, nameAndPort caseIconName 1)
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evalTuple :: EvalContext -> [Exp] -> State IDState (IconGraph, NameAndPort)
evalTuple c exps = do
argVals <- mapM (evalExp c) exps
funVal <- makeBox "(,)"
applyIconName <- DIA.toName <$> getUniqueName "tupleApp"
pure $ makeApplyGraph False applyIconName (fmap Right funVal) argVals (length exps)
evalExp :: EvalContext -> Exp -> State IDState (IconGraph, Reference)
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evalExp c x = case x of
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Var n -> pure $ evalQName n c
Con n -> pure $ evalQName n c
Lit l -> fmap Right <$> evalLit l
InfixApp e1 op e2 -> fmap Right <$> evalInfixApp c e1 op e2
e@App{} -> fmap Right <$> evalApp (simplifyApp e) c
Lambda _ patterns e -> fmap Right <$> evalLambda c patterns e
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Let bs e -> evalLet c bs e
If e1 e2 e3 -> fmap Right <$> evalIf c e1 e2 e3
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Case e alts -> fmap Right <$> evalCase c e alts
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-- TODO special tuple symbol
Tuple _ exps -> fmap Right <$> evalTuple c exps
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Paren e -> evalExp c e
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-- | This is used by the rhs for identity (eg. y x = x)
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makeDummyRhs :: String -> State IDState (IconGraph, NameAndPort)
makeDummyRhs s = do
iconName <- getUniqueName s
let
graph = IconGraph icons mempty mempty [(s, port)] mempty
icons = [(DIA.toName iconName, BranchIcon)]
port = justName iconName
pure (graph, port)
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coerceExpressionResult :: (IconGraph, Reference) -> State IDState (IconGraph, NameAndPort)
coerceExpressionResult (_, Left str) = makeDummyRhs str
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coerceExpressionResult (g, Right x) = pure (g, x)
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-- | First argument is the right hand side.
-- The second arugement is a list of strings that are bound in the environment.
evalRhs :: EvalContext -> Rhs -> State IDState (IconGraph, Reference)
evalRhs c (UnGuardedRhs e) = evalExp c e
evalRhs c (GuardedRhss rhss) = fmap Right <$> evalGuardedRhss c rhss
rhsWithBinds :: Maybe Binds -> Rhs -> EvalContext -> State IDState (IconGraph, Reference)
rhsWithBinds maybeWhereBinds rhs rhsContext = case maybeWhereBinds of
Nothing -> evalRhs rhsContext rhs
Just b -> evalGeneralLet (`evalRhs` rhs) rhsContext b
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evalPatBind :: EvalContext -> Decl -> State IDState IconGraph
evalPatBind c (PatBind _ pat rhs maybeWhereBinds) = do
patternNames <- namesInPattern <$> evalPattern pat
let rhsContext = patternNames <> c
(rhsGraph, rhsRef) <- rhsWithBinds maybeWhereBinds rhs rhsContext
(patGraph, patRef) <- evalPattern pat
let
(newEdges, newSinks, bindings) = case patRef of
(Left s) -> (mempty, mempty, [(s, rhsRef)])
(Right patPort) -> case rhsRef of
(Left rhsStr) -> (mempty, [(rhsStr, patPort)], mempty)
-- TODO: This edge should be special to indicate that one side is a pattern.
(Right rhsPort) -> ([Edge (rhsPort, patPort) noEnds], mempty, mempty)
gr = IconGraph mempty newEdges mempty newSinks bindings
pure . makeEdges $ (gr <> rhsGraph <> patGraph)
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iconGraphToDrawing :: IconGraph -> Drawing
iconGraphToDrawing (IconGraph icons edges subDrawings _ _) = Drawing icons edges subDrawings
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makeRhsDrawing :: DIA.IsName a => a -> (IconGraph, NameAndPort) -> Drawing
makeRhsDrawing resultIconName (rhsGraph, rhsResult)= rhsDrawing where
rhsNewIcons = toNames [(resultIconName, ResultIcon)]
rhsNewEdges = [Edge (rhsResult, justName resultIconName) noEnds]
rhsGraphWithResult = rhsGraph <> iconGraphFromIconsEdges rhsNewIcons rhsNewEdges
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rhsDrawing = iconGraphToDrawing rhsGraphWithResult
qualifyNameAndPort :: String -> NameAndPort -> NameAndPort
qualifyNameAndPort s (NameAndPort n p) = NameAndPort (s DIA..> n) p
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makePatternEdges :: String -> GraphAndRef -> NameAndPort -> Either IconGraph (String, Reference)
makePatternEdges lambdaName (_, Right patPort) lamPort =
Left $ iconGraphFromIconsEdges mempty
[Edge (lamPort, qualifyNameAndPort lambdaName patPort) noEnds]
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makePatternEdges _ (_, Left str) lamPort = Right (str, Right lamPort)
generalEvalLambda :: EvalContext -> [Pat] -> (EvalContext -> State IDState GraphAndRef) -> State IDState (IconGraph, NameAndPort)
generalEvalLambda context patterns rhsEvalFun = do
lambdaName <- getUniqueName "lam"
patternVals <- mapM evalPattern patterns
let
patternStrings = concatMap namesInPattern patternVals
rhsContext = patternStrings <> context
lambdaPorts = map (nameAndPort lambdaName) [0,1..]
patternGraph = mconcat $ map fst patternVals
(patternEdgeGraphs, rawNewBinds) =
partitionEithers $ zipWith (makePatternEdges lambdaName) patternVals lambdaPorts
patternEdgeGraph = mconcat patternEdgeGraphs
newBinds = rawNewBinds
numParameters = length patterns
-- TODO remove coerceExpressionResult here
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(rhsRawGraph, rhsResult) <- rhsEvalFun rhsContext >>= coerceExpressionResult
resultIconName <- getUniqueName "res"
rhsDrawingName <- DIA.toName <$> getUniqueName "rhsDraw"
let
rhsAndPatternGraph@(IconGraph _ _ _ sinks _) = makeEdges $ patternGraph <> rhsRawGraph
qualifiedSinks = fmap (fmap (qualifyNameAndPort lambdaName)) sinks
(newSinks, internalEdges) = makeEdgesCore qualifiedSinks newBinds
rhsDrawing = makeRhsDrawing resultIconName (rhsAndPatternGraph, rhsResult)
icons = toNames [(lambdaName, LambdaRegionIcon numParameters rhsDrawingName)]
finalGraph = IconGraph icons internalEdges [(rhsDrawingName, rhsDrawing)]
newSinks mempty
pure (patternEdgeGraph <> finalGraph, justName lambdaName)
evalLambda :: EvalContext -> [Pat] -> Exp -> State IDState (IconGraph, NameAndPort)
evalLambda c patterns e = generalEvalLambda c patterns (`evalExp` e)
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evalMatch :: EvalContext -> Match -> State IDState IconGraph
evalMatch c (Match _ name patterns _ rhs maybeWhereBinds) = do
let
matchFunNameString = nameToString name
newContext = matchFunNameString : c
(lambdaGraph, lambdaPort) <-
generalEvalLambda newContext patterns (rhsWithBinds maybeWhereBinds rhs)
let
newBinding = IconGraph mempty mempty mempty mempty [(matchFunNameString, Right lambdaPort)]
pure $ makeEdges (newBinding <> lambdaGraph)
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-- TODO If only one pattern don't tuple and untuple.
-- Warning: [] not matched.
matchesToCase :: [Match] -> State IDState Match
matchesToCase [match] = pure match
matchesToCase matches@(Match srcLoc funName pats mType _ _:_) = do
tempStrings <- replicateM (length pats) (getUniqueName "_tempvar")
let
tempPats = fmap (PVar . Ident) tempStrings
tempVars = fmap (Var . UnQual . Ident) tempStrings
tuple = Tuple Exts.Boxed tempVars
alts = fmap matchToAlt matches
caseExp = Case tuple alts
rhs = UnGuardedRhs caseExp
match = Match srcLoc funName tempPats mType rhs Nothing
matchToAlt :: Match -> Alt
matchToAlt (Match srcLoc _ pats _ rhs binds) = Alt srcLoc tuplePat rhs binds where
tuplePat = PTuple Exts.Boxed pats
pure match
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evalMatches :: EvalContext -> [Match] -> State IDState IconGraph
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evalMatches _ [] = pure mempty
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evalMatches c matches = matchesToCase matches >>= evalMatch c
--mconcat <$> mapM (evalMatch c) matches
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-- TODO turn more than one match into a case expression.
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-- TODO: Use the context in evalPatBind and evalMatches
evalDecl :: EvalContext -> Decl -> State IDState IconGraph
evalDecl c d = evaluatedDecl where
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evaluatedDecl = case d of
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pat@PatBind{} -> evalPatBind c pat
FunBind matches -> evalMatches c matches
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--TODO: Add other cases here
_ -> pure mempty
showTopLevelBinds :: IconGraph -> State IDState IconGraph
showTopLevelBinds gr@(IconGraph _ _ _ _ binds) = do
let
addBind (_, Left _) = pure mempty
addBind (patName, Right port) = do
uniquePatName <- getUniqueName patName
let
icons = toNames [(uniquePatName, TextBoxIcon patName)]
edges = [Edge (justName uniquePatName, port) noEnds]
edgeGraph = iconGraphFromIconsEdges icons edges
pure edgeGraph
newGraph <- mconcat <$> mapM addBind binds
pure $ newGraph <> gr
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drawingFromDecl :: Decl -> Drawing
drawingFromDecl d = iconGraphToDrawing $ evalState evaluatedDecl initialIdState
where evaluatedDecl = evalDecl mempty d >>= showTopLevelBinds
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-- Profiling: about 1.5% of time.
translateString :: String -> (Drawing, Decl)
translateString s = (drawing, decl) where
parseResult = parseDecl s -- :: ParseResult Module
decl = fromParseResult parseResult
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drawing = drawingFromDecl decl
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drawingsFromModule :: Module -> [Drawing]
drawingsFromModule (Module _ _ _ _ _ _ decls) = fmap drawingFromDecl decls