Some clean-up in finite-state network generation: MFA now keeps track of start lattice name, instead of having a wrapper lattice. Replaced MFALabel with Symbol.

This commit is contained in:
bringert
2007-06-25 16:25:58 +00:00
parent b086183c0f
commit 862c780f78
4 changed files with 39 additions and 45 deletions

View File

@@ -13,7 +13,7 @@
-----------------------------------------------------------------------------
module GF.Speech.CFGToFiniteState (cfgToFA, makeSimpleRegular,
MFALabel(..), MFA(..), cfgToMFA,cfgToFA') where
MFA(..), MFALabel, cfgToMFA,cfgToFA') where
import Data.List
import Data.Maybe
@@ -51,14 +51,13 @@ type MutRecSets = Map Cat_ MutRecSet
-- * Multiple DFA type
--
data MFALabel a = MFASym a | MFASub String
deriving (Eq,Ord)
type MFALabel a = Symbol String a
data MFA a = MFA (DFA (MFALabel a)) [(String,DFA (MFALabel a))]
data MFA a = MFA String [(String,DFA (MFALabel a))]
cfgToFA :: Options -> StateGrammar -> DFA String
cfgToFA :: Options -> StateGrammar -> DFA Token
cfgToFA opts s = minimize $ compileAutomaton start $ makeSimpleRegular opts s
where start = getStartCatCF opts s
@@ -123,27 +122,26 @@ make_fa c@(g,ns) q0 alpha q1 fa =
-- * Compile a strongly regular grammar to a DFA with sub-automata
--
cfgToMFA :: Options -> StateGrammar -> MFA String
cfgToMFA :: Options -> StateGrammar -> MFA Token
cfgToMFA opts s = buildMFA start $ makeSimpleRegular opts s
where start = getStartCatCF opts s
-- | Build a DFA by building and expanding an MFA
cfgToFA' :: Options -> StateGrammar -> DFA String
cfgToFA' :: Options -> StateGrammar -> DFA Token
cfgToFA' opts s = mfaToDFA $ cfgToMFA opts s
buildMFA :: Cat_ -- ^ Start category
-> CFRules -> MFA String
-> CFRules -> MFA Token
buildMFA start g = sortSubLats $ removeUnusedSubLats mfa
where startFA = let (fa,s,f) = newFA_
in newTransition s f (MFASub start) fa
fas = compileAutomata g
mkMFALabel (Cat c) = MFASub c
mkMFALabel (Tok t) = MFASym t
toMFA = mapTransitions mkMFALabel
mfa = MFA startFA [(c, toMFA (minimize fa)) | (c,fa) <- fas]
where fas = compileAutomata g
mfa = MFA start [(c, minimize fa) | (c,fa) <- fas]
mfaStartDFA :: MFA a -> DFA (MFALabel a)
mfaStartDFA (MFA start subs) =
fromMaybe (error $ "Bad start MFA: " ++ start) $ lookup start subs
mfaToDFA :: Ord a => MFA a -> DFA a
mfaToDFA (MFA main subs) = minimize $ expand $ dfa2nfa main
mfaToDFA mfa@(MFA _ subs) = minimize $ expand $ dfa2nfa $ mfaStartDFA mfa
where
subs' = Map.fromList [(c, dfa2nfa n) | (c,n) <- subs]
getSub l = fromJust $ Map.lookup l subs'
@@ -152,14 +150,14 @@ mfaToDFA (MFA main subs) = minimize $ expand $ dfa2nfa main
expandEdge fa (f,t,x) =
case x of
Nothing -> newTransition f t Nothing fa
Just (MFASym s) -> newTransition f t (Just s) fa
Just (MFASub l) -> insertNFA fa (f,t) (expand $ getSub l)
Just (Tok s) -> newTransition f t (Just s) fa
Just (Cat l) -> insertNFA fa (f,t) (expand $ getSub l)
removeUnusedSubLats :: MFA a -> MFA a
removeUnusedSubLats mfa@(MFA main subs) = MFA main [(c,s) | (c,s) <- subs, isUsed c]
removeUnusedSubLats mfa@(MFA start subs) = MFA start [(c,s) | (c,s) <- subs, isUsed c]
where
usedMap = subLatUseMap mfa
used = growUsedSet (usedSubLats main)
used = growUsedSet (Set.singleton start)
isUsed c = c `Set.member` used
growUsedSet = fix (\s -> foldl Set.union s $ mapMaybe (flip Map.lookup usedMap) $ Set.toList s)
@@ -167,7 +165,7 @@ subLatUseMap :: MFA a -> Map String (Set String)
subLatUseMap (MFA _ subs) = Map.fromList [(c,usedSubLats n) | (c,n) <- subs]
usedSubLats :: DFA (MFALabel a) -> Set String
usedSubLats fa = Set.fromList [s | (_,_,MFASub s) <- transitions fa]
usedSubLats fa = Set.fromList [s | (_,_,Cat s) <- transitions fa]
revMultiMap :: (Ord a, Ord b) => Map a (Set b) -> Map b (Set a)
revMultiMap m = Map.fromListWith Set.union [ (y,Set.singleton x) | (x,s) <- Map.toList m, y <- Set.toList s]
@@ -258,14 +256,6 @@ mutRecSets g = Map.fromList . concatMap mkMutRecSet
-- * Utilities
--
-- | Create a new finite automaton with an initial and a final state.
newFA_ :: Enum n => (FA n () b, n, n)
newFA_ = (fa'', s, f)
where fa = newFA ()
s = startState fa
(fa',f) = newState () fa
fa'' = addFinalState f fa'
-- | Add a state for the given NFA for each of the categories
-- in the given set. Returns a map of categories to their
-- corresponding states.