diff --git a/HaLeX.cabal b/HaLeX.cabal --- a/HaLeX.cabal +++ b/HaLeX.cabal @@ -1,5 +1,5 @@ name: HaLeX -version: 1.2.6 +version: 1.3.0 synopsis: HaLeX enables modelling, manipulation and visualization of regular languages description: This library was developed in the context of a programming methodology course for undergraduate students, and as a consequence, it was defined mainly for educational purposes. @@ -14,18 +14,19 @@ maintainer: João Saraiva homepage: http://www.di.uminho.pt/~jas/Research/HaLeX/HaLeX.html -tested-with: GHC==6.8.2 -Cabal-Version: >= 1.6 +tested-with: GHC==9.4.8 +Cabal-Version: >= 1.10 build-type: Simple -data-files: README.md, INSTALL, paper/HaLeX.ps, example/README, example/real_dfa.ps, example/real_ndfa.ps +data-files: README.md, INSTALL, paper/FDPE-2002.pdf, example/README, example/real_dfa.ps, example/real_ndfa.ps extra-source-files: scripts/Make_Animation, scripts/faAnim.lefty, example/real, example/real_dfa.hs, example/real_ndfa.hs, example/GenMDfa.hs -Library - build-depends: base>4 && <5, mtl, HUnit, QuickCheck - extensions: FlexibleContexts, FlexibleInstances, MultiParamTypeClasses - ghc-options: -Wall +Library + build-depends: base>4 && <5, mtl, HUnit, QuickCheck + default-language: Haskell2010 + ghc-options: -Wall + default-extensions: FlexibleContexts, FlexibleInstances, MultiParamTypeClasses hs-source-dirs: HaLeX_lib exposed-modules: Language.HaLex.RegExpAsDiGraph, Language.HaLex.Ndfa, Language.HaLex.Dfa2MDfa, Language.HaLex.Minimize, Language.HaLex.Examples.Real, Language.HaLex.Examples.Robot, Language.HaLex.RegExpParser, @@ -35,11 +36,16 @@ Language.HaLex.Sentences, Language.HaLex.Test_HaLex, Language.HaLex.Test_HaLex_Quickcheck Executable halex + build-depends: base>4 && <5, mtl, HUnit, QuickCheck main-is: halex.hs hs-source-dirs: HaLeX_tool, HaLeX_lib - - ghc-options: -Wall + other-modules: Language.HaLex.RegExpAsDiGraph, Language.HaLex.Ndfa, Language.HaLex.Dfa2MDfa, Language.HaLex.Minimize, + Language.HaLex.RegExpParser, Language.HaLex.RegExp, Language.HaLex.Dfa, + Language.HaLex.Parser, Language.HaLex.RegExp2Fa, Language.HaLex.FaAsDiGraph, + Language.HaLex.FaOperations, Language.HaLex.Util, Language.HaLex.Equivalence + default-language: Haskell2010 + ghc-options: -Wall source-repository head type: git - location: git://github.com/haslab/halex.git + location: git://github.com/SLE-Laboratory/halex.git diff --git a/HaLeX_lib/Language/HaLex/Dfa.hs b/HaLeX_lib/Language/HaLex/Dfa.hs --- a/HaLeX_lib/Language/HaLex/Dfa.hs +++ b/HaLeX_lib/Language/HaLex/Dfa.hs @@ -2,7 +2,7 @@ ----------------------------------------------------------------------------- -- | -- Module : Language.HaLex.Dfa --- Copyright : (c) Joãoo Saraiva 2001,2002,2003,2004,2005 +-- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005,2017 -- License : LGPL -- -- Maintainer : jas@di.uminho.pt @@ -23,8 +23,12 @@ , dfaaccept , dfawalk -- * Transformation + , TableDfa + , ttAllSts + , ttAllDestSts , ttDfa2Dfa , dfa2tdfa + , complementDfa -- * Transitions , transitionsFromTo , destinationsFrom @@ -39,7 +43,11 @@ , dfaIO -- * Properties of 'Dfa' , sizeDfa + , nodesAndEdgesDfa + , nodesAndEdgesNoSyncDfa , dfadeadstates + , dfasyncstates + , cyclomaticDfa -- * Properties of States , isStDead , isStSync @@ -132,13 +140,13 @@ q' = map (uncurry d) l l = [(a,b) | a <- q , b <- v] - showF st sy st' = showString("\t delta ") . + showF st sy st' = showString ("\t delta ") . shows st . - showChar(' ') . + showChar (' ') . shows sy . - showString(" = ") . + showString (" = ") . shows st' . - showChar('\n') + showChar ('\n') -- | Write a 'Dfa' to a Haskell module in a file. @@ -183,7 +191,7 @@ -- | Compute the states that can be reached from a state -- according to a given transition function and vocabulary -reachedStatesFrom :: (Eq [st], Ord st) +reachedStatesFrom :: (Eq st, Ord st) => (st -> sy -> st) -- ^ Transition function -> [sy] -- ^ Vocabulary -> st -- ^ Origin @@ -228,12 +236,12 @@ -- defining all the transitions of the 'Dfa'. -- -transitionTableDfa' :: (Ord st, Ord sy) +transitionTableDfa' :: (Ord st, Ord sy) => Dfa st sy -- ^ Automaton -> [(st,[st])] -- ^ Transition table -transitionTableDfa' (Dfa v q s z delta) = sort [ ( aq , map (delta aq) v ) - | aq <- q +transitionTableDfa' (Dfa v q s z delta) = sort [ ( aq , map (delta aq) v ) + | aq <- q ] @@ -296,16 +304,35 @@ -- | Type of Table-based Deterministic Finite Automata. --- +-- v1 , v2 , ... , vn vocabulary +-- [ ( o1 , [ d , d , ... , d ]) +-- , ( o2 , [ d , d , ... , d ]) +-- ... ] type TableDfa st = [(st, [st])] -stsDfa = map fst -stsRHS = map snd -allstsTable = concat . stsRHS +-- | Compute all states in a transtion table defining a Dfa +-- --- | Dfa to a Table-based Dfa +ttAllSts :: TableDfa st -> [st] +ttAllSts = map fst + +ttDestinations :: TableDfa st -> [[st]] +ttDestinations = map snd + +-- | Compute all destinations states in a (transition) table +-- It considers all states in the second element of the pair: the destion +-- states. +-- Usefull when the transition table is being constructed. + +ttAllDestSts :: Eq st + => TableDfa st -- ^ Transition Table (maybe not totally defined) + -> [st] -- ^ set of states in the table +ttAllDestSts = nub . concat . ttDestinations + + +-- | 'Dfa' to a Transition Table-based 'Dfa' -- dfa2tdfa :: (Eq st, Ord sy) @@ -313,7 +340,7 @@ -> TableDfa st -- ^ Transition table dfa2tdfa (Dfa v q s z delta) = limit (dfa2tdfaStep delta v') tbFstRow where v' = sort v - tbFstRow = consRows delta [s] v' + tbFstRow = newRows delta [s] v' -- | Add rows to a table-based Dfa, given a Dfa transition function -- and its vocabulary. @@ -322,19 +349,27 @@ -> [sy] -- ^ Vocabulary -> TableDfa st -- ^ Table-based Dfa -> TableDfa st -- ^ Table-based Dfa with additional rows. -dfa2tdfaStep delta alfabet tb = tb `union` (consRows delta newSts alfabet) - where newSts = ((nub . allstsTable) tb) <-> (stsDfa tb) +dfa2tdfaStep delta alfabet tb = tb `union` (newRows delta newSts alfabet) + where newSts = (ttAllDestSts tb) <-> (ttAllSts tb) +newRows :: (st -> sy -> st) -> [st] -> [sy] -> TableDfa st +newRows delta qs alfabet = map (\ st -> (st, newRow delta st alfabet)) qs -consRows :: (st -> sy -> st) -> [st] -> [sy] -> TableDfa st -consRows delta [] alfabet = [] -consRows delta (q:qs) alfabet = (q , oneRow delta q alfabet) : - (consRows delta qs alfabet) +newRow :: (st -> sy -> st) -> st -> [sy] -> [st] +newRow delta st alfabet = map (delta st) alfabet -oneRow :: (st -> sy -> st) -> st -> [sy] -> [st] -oneRow delta st alfabet = map (delta st) alfabet +-- | Complement of a 'Dfa' + + +complementDfa :: Eq st + => Dfa st sy -- ^ Original 'Dfa' + -> Dfa st sy -- ^ Resulting 'Dfa' +complementDfa (Dfa v qs s z delta) = Dfa v qs s (qs <-> z) delta + + + -- | Renames a 'Dfa'. -- It renames a DFA in such a way that the renaming of two isomorphic DFA -- returns the same DFA. @@ -392,6 +427,17 @@ ----------------------------------------------------------------------------- -- * Properties of 'Dfa' + + +-- | Compute the sync states of a 'Dfa' +-- + +dfasyncstates :: Eq st + => Dfa st sy -- ^ Automaton + -> [st] -- ^ Dead states +dfasyncstates (Dfa v q _ z d) = filter (isStSync d v z) q + + -- | Compute the dead states of a 'Dfa' -- @@ -408,7 +454,48 @@ sizeDfa (Dfa _ q _ _ _) = length q +-- | Compute the number of states and transtions of a 'Dfa' +-- +nodesAndEdgesDfa :: (Eq st , Ord st , Ord sy) + => Dfa st sy -- ^ Automaton + -> (Int , Int) -- ^ (#States, #Transitions) +nodesAndEdgesDfa dfa@(Dfa _ q _ _ _) = (length q , length tt) + where tt = transitionTableDfa dfa + + +-- | Compute the number of states and transtions of a 'Dfa' +-- It does not consider nodes (nor transitions to) dead states nor +-- sync states. + + +nodesAndEdgesNoSyncDfa :: (Eq st , Ord st , Ord sy) + => Dfa st sy -- ^ Automaton + -> (Int , Int) -- ^ (#States, #Transitions) +nodesAndEdgesNoSyncDfa dfa@(Dfa _ q _ _ _) = (length states , length tt') + where tt = transitionTableDfa dfa + syncSts = dfasyncstates dfa + deadSts = dfadeadstates dfa + states = filter (\ st -> not ((st `elem` syncSts) || + (st `elem` deadSts))) q + tt' = filter (\ (_ , _ , d) -> + not (d `elem` syncSts) || (d `elem` deadSts)) tt + + +-- | Compute the cyclomatic complexity of a 'Dfa' +-- The Cyclomatic Complexity (CC) is given by +-- cc = N - E + 2 * P +-- where N is the number of nodes +-- E is the number of edges +-- P is tne number of connected components + + +cyclomaticDfa :: (Ord st , Ord sy) + => Dfa st sy -> Int +cyclomaticDfa dfa = e - n + 2 * p + where (n , e) = nodesAndEdgesNoSyncDfa dfa + p = 1 + ----------------------------------------------------------------------------- -- * Properties of States @@ -432,7 +519,7 @@ -- | Checks whether a state is a sync state or not -- -- A sync state is a state that has transitions to itself for all --- symbols of the vocabulary +-- symbols of the vocabulary ans it is not final/accepting state. isStSync :: Eq st @@ -441,7 +528,7 @@ -> [st] -- ^ Set of Final States -> st -- ^ State -> Bool -isStSync d vs z st = and qs +isStSync d vs z st = (not (st `elem` z)) && (and qs) where qs = [ st == dfawalk d st [v] | v <- vs ] diff --git a/HaLeX_lib/Language/HaLex/Fa2RegExp.hs b/HaLeX_lib/Language/HaLex/Fa2RegExp.hs --- a/HaLeX_lib/Language/HaLex/Fa2RegExp.hs +++ b/HaLeX_lib/Language/HaLex/Fa2RegExp.hs @@ -16,6 +16,7 @@ ----------------------------------------------------------------------------- module Language.HaLex.Fa2RegExp ( dfa2RegExp + , dfa2RegExp' , regExpFromTo , ndfaregExpFromTo ) where @@ -93,14 +94,25 @@ (regular d v k j (k-1))) (regular d v i j (k-1)) --- | Compute a regular expression from a 'Dfa'. -dfa2RegExp :: Eq sy - => Dfa Int sy -- ^ Deterministic Automaton - -> RegExp sy -- ^ Equivalent Regular Expression -dfa2RegExp dfa@(Dfa v q s z delta) = - limit simplifyRegExp (applyD delta v s z (sizeDfa dfa)) +-- | Compute a regular expression from a 'Dfa' and simplify it. + +dfa2RegExp :: (Ord st, Ord sy) + => Dfa st sy -- ^ Deterministic Automaton + -> RegExp sy -- ^ Equivalent Regular Expression +dfa2RegExp dfa = let Dfa v q s z delta = beautifyDfa dfa + in simplifyRegExpFP (applyD delta v s z (sizeDfa dfa)) + + +-- | Compute a regular expression from a 'Dfa' with integer as states. + +dfa2RegExp' :: Eq sy + => Dfa Int sy -- ^ Deterministic Automaton + -> RegExp sy -- ^ Equivalent Regular Expression +dfa2RegExp' dfa@(Dfa v q s z delta) = applyD delta v s z (sizeDfa dfa) + + applyD :: (Eq st, Num st) => (st -> sy -> st) -> [sy] @@ -109,5 +121,5 @@ -> st -> RegExp sy -applyD d v _ [] _ = Epsilon +applyD d v _ [] _ = Empty applyD d v i (z:zs) k = (regular d v i z k) `Or` (applyD d v i zs k) diff --git a/HaLeX_lib/Language/HaLex/FaAsDiGraph.hs b/HaLeX_lib/Language/HaLex/FaAsDiGraph.hs --- a/HaLeX_lib/Language/HaLex/FaAsDiGraph.hs +++ b/HaLeX_lib/Language/HaLex/FaAsDiGraph.hs @@ -20,9 +20,9 @@ , dfa2graphviz , dfa2graphviz2file , tographviz - , tographviz' + , tographviz' , tographvizIO - , tographvizIO' + , tographvizIO' , dfa2DiGraphWithNoSyncSt , dfaDiGraphWithNoSyncStIO , genOneArrow @@ -77,7 +77,7 @@ -> Bool -- ^ Show sync states? -> [Char] tographviz' ndfa@(Ndfa v q s z delta) name shape orientation - showState showLabel deadSt syncSt = "digraph " ++ name ++ " {\n " + showState showLabel deadSt syncSt = "digraph \"" ++ name ++ "\" {\n " ++ "rankdir = " ++ orientation ++ " ;\n " ++ (showElemsListPerLine (showStates q)) ++ "\n " ++ (showElemsListPerLine (showInitialStates s)) ++ "\n " @@ -91,20 +91,20 @@ showElemsListPerLine [] = "" showElemsListPerLine (h:t) = ((showString h) "\n ") ++ (showElemsListPerLine t) - showStates qs = ["\"" ++ (showState q) ++ "\"" ++ - " [shape=" ++ shape ++" , label=\"" ++ (showState q) ++ "\" ,color=black];" + showStates qs = [ (showState q) ++ + " [shape=" ++ shape ++" , label=" ++ (showState q) ++ " ,color=black];" | q <- qs , not (ndfaIsStDead delta v z q ) || deadSt , not (ndfaIsSyncState delta v z q) || syncSt] showInitialStates ss = map showInitialState ss - showInitialState s = "\"" ++ (showState s) - ++ "\" [shape=" ++ shape ++ " , label= \"" ++ (showState s) - ++ "\", color=green];\n " + showInitialState s = (showState s) + ++ " [shape=" ++ shape ++ " , label= " ++ (showState s) + ++ " , color=green];\n " -- showFinalStates' :: Show a => [a] -> [String] - showFinalStates' zs = [ "\"" ++ (showState z) ++ "\" [shape=double" ++ shape ++" , color=red];" + showFinalStates' zs = [ (showState z) ++ " [shape=double" ++ shape ++" , color=red];" | z <- zs ] @@ -117,8 +117,8 @@ mirroredInitialStates xs (n+1) createInitialArrows [] [] = " " - createInitialArrows (x:xs) (y:ys) = x ++ " -> \"" ++ (showState y) ++ - "\" [color = green];\n" ++ + createInitialArrows (x:xs) (y:ys) = x ++ " -> " ++ (showState y) ++ + " [color = green];\n" ++ createInitialArrows xs ys @@ -127,11 +127,11 @@ -- | Show the arrows between nodes (states) induced by the 'Ndfa' transitions. showNdfaArrows :: (Ord st,Show st,Show sy,Eq sy) => Ndfa st sy -- ^ Automaton - -> (st -> String) -- ^ Show function to print the state ids - -> (sy -> String) -- ^ Show function to print the labels - -> Bool -- ^ Show dead states? - -> Bool -- ^ Show sync states? - -> [String] + -> (st -> String) -- ^ Show function to print the state ids + -> (sy -> String) -- ^ Show function to print the labels + -> Bool -- ^ Show dead states? + -> Bool -- ^ Show sync states? + -> [String] showNdfaArrows ndfa@(Ndfa v q s z delta) showState showLabel deadSt syncSt = map (\ (o,l,d) -> if deadSt then if (not syncSt) && (ndfaIsSyncState delta v z o) || (ndfaIsSyncState delta v z d) then "" else genOneArrow (showState o) (showLabels showLabel l) (showState d) diff --git a/HaLeX_lib/Language/HaLex/FaClasses.hs b/HaLeX_lib/Language/HaLex/FaClasses.hs --- a/HaLeX_lib/Language/HaLex/FaClasses.hs +++ b/HaLeX_lib/Language/HaLex/FaClasses.hs @@ -2,7 +2,7 @@ ----------------------------------------------------------------------------- -- | -- Module : Language.HaLex.Dfa --- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005 +-- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005,2017 -- License : LGPL -- -- Maintainer : jas@di.uminho.pt @@ -27,7 +27,7 @@ import Language.HaLex.FaAsDiGraph --- | Class of Finite automaton +-- | Class of Finite Automaton class Fa fa st sy where accept :: fa st sy -> [sy] -> Bool @@ -36,6 +36,8 @@ minimize :: fa st sy -> Dfa [[st]] sy reverseFa :: fa st sy -> Ndfa st sy deadstates :: fa st sy -> [st] + syncstates :: fa st sy -> [st] + cyclomatic :: fa st sy -> Int sentences :: fa st sy -> [[sy]] toHaskell' :: fa st sy -> String -> IO () toGraph :: fa st sy -> String -> String @@ -57,6 +59,8 @@ minimize = minimizeDfa reverseFa = reverseDfa deadstates = dfadeadstates + syncstates = dfasyncstates + cyclomatic = cyclomaticDfa sentences = sentencesDfa toHaskell' = toHaskell toGraph = dfa2graphviz @@ -77,6 +81,8 @@ minimize = minimizeNdfa reverseFa = reverseNdfa deadstates = ndfadeadstates + syncstates = ndfasyncstates + cyclomatic = cyclomaticNdfa sentences = sentencesNdfa toHaskell' = toHaskell toGraph = ndfa2graphviz diff --git a/HaLeX_lib/Language/HaLex/FaOperations.hs b/HaLeX_lib/Language/HaLex/FaOperations.hs --- a/HaLeX_lib/Language/HaLex/FaOperations.hs +++ b/HaLeX_lib/Language/HaLex/FaOperations.hs @@ -1,23 +1,19 @@ +----------------------------------------------------------------------------- +-- | +-- Module : Language.HaLex.FaOperations +-- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005,2017,2025 +-- License : LGPL -- --- Functions manipulating Finite Automata (DFA and NDFA) +-- Maintainer : saraiva@di.uminho.pt +-- Stability : provisional +-- Portability : portable -- +-- Functions manipulating Finite Automata (DFA and NDFA) -- -- Code Included in the Lecture Notes on --- --- Language Processing (with a functional flavour) --- --- --- copyright João Saraiva --- Department of Computer Science, --- University of Minho, --- Braga, Portugal --- jas@di.uminho.pt --- 2001 +-- Language Processing (with a functional flavour). -- - - - - +----------------------------------------------------------------------------- module Language.HaLex.FaOperations ( ndfa2dfa @@ -45,38 +41,37 @@ -- --- Making a DFA from a NDFA +-- | Making a 'Dfa' from a 'Ndfa' -- +-- | The states of a 'Dfa' resulting from a 'Ndfa' are sets of +-- states of the 'Ndfa' + type StDfa st = [st] -type CT st = [( StDfa st, [StDfa st])] -stsDfa = map fst -stsRHS = map snd -allstsCT = concat . stsRHS +-- | A transition table will be used to transform a 'Ndfa' into a 'Dfa' +-- +type CT st = TableDfa (StDfa st) -- [( StDfa st, [StDfa st])] -ndfa2ct :: Ord st => Ndfa st sy -> CT st -ndfa2ct (Ndfa v q s z delta) = limit (ndfa2dfaStep delta v) ttFstRow - where ttFstRow = consRows delta [epsilon_closure delta s] v +stsDfa :: CT st -> [StDfa st] +stsDfa = map fst +stsRHS :: CT st -> [[StDfa st]] +stsRHS = map snd -ndfa2dfaStep :: Ord st => (st -> (Maybe sy) -> [st]) -> [sy] -> CT st -> CT st -ndfa2dfaStep delta alfabet ct = nub (ct `union` consRows delta newSts alfabet) - where newSts = ((nub . allstsCT) ct) <-> (stsDfa ct) +allSts :: Eq st => CT st -> [StDfa st] +allSts = nub . concat . stsRHS -consRows :: Ord st => (st -> (Maybe sy) -> [st]) -> [StDfa st] -> [sy] -> CT st -consRows delta [] alfabet = [] -consRows delta (q:qs) alfabet = (q , oneRow delta q alfabet) : - (consRows delta qs alfabet) - -oneRow :: Ord st => (st -> (Maybe sy) -> [st]) -> (StDfa st) -> [sy] -> [StDfa st] -oneRow delta sts alfabet = map (\ v -> sort (ndfawalk delta sts [v])) alfabet +-- | From a 'Ndfa' to a 'Dfa' +-- -ndfa2dfa :: (Ord st,Eq sy) => Ndfa st sy -> Dfa [st] sy +ndfa2dfa :: (Ord st,Eq sy) + => Ndfa st sy -- ^ Nondterminitic Finite Automaton + -> Dfa [st] sy -- ^ Deterministic Finite Automaton ndfa2dfa ndfa@(Ndfa v q s z delta) = (Dfa v' q' s' z' delta') where tt = ndfa2ct ndfa v' = v @@ -85,20 +80,71 @@ z' = finalStatesDfa q' z delta' st sy = lookupCT st sy tt v + finalStatesDfa :: Eq st => [StDfa st] -> [st] -> [StDfa st] -finalStatesDfa [] z = [] -finalStatesDfa (q:qs) z | (q `intersect` z /= []) = q : finalStatesDfa qs z - | otherwise = finalStatesDfa qs z +finalStatesDfa [] _ = [] +finalStatesDfa (q:qs) z | (not . null) (q `intersect` z) = q : finalStatesDfa qs z + | otherwise = finalStatesDfa qs z --- lookupCT :: (Eq st, Eq sy) => [st] -> sy -> CT st -> [sy] -> StDfa st + +-- | Lookup the Transition Table 'CT' of a the resulting 'Dfa' +-- + +lookupCT :: (Eq st, Eq sy) + => StDfa st -- ^ Origin state of the 'Dfa' + -> sy -- ^ Symbol + -> CT st -- ^ Transition Table of the 'Dfa' + -> [sy] -- ^ Vocabulary + -> StDfa st -- ^ Destination state of the 'Dfa' lookupCT st sy [] v = [] lookupCT st sy (q:qs) v | (fst q == st) = (snd q) !! col | otherwise = lookupCT st sy qs v where (Just col) = elemIndex sy v +-- | Compute the 'Dfa' transition table giving a 'Ndfa' +-- --- --- Making a NDFA from a DFA +ndfa2ct :: Ord st + => Ndfa st sy -- ^ Nondterminitic Finite Automaton + -> CT st -- ^ Transition Table +ndfa2ct (Ndfa v q s z delta) = limit (ndfa2dfaStep delta v) ttFstRow + where ttFstRow = newRows delta [epsilon_closure delta s] v + + +ndfa2dfaStep :: Ord st => (st -> (Maybe sy) -> [st]) -> [sy] -> CT st -> CT st +ndfa2dfaStep delta alfabet ct = nub (ct `union` newRows delta newSts alfabet) + where newSts = (allSts ct) <-> (stsDfa ct) + + +newRows :: Ord st => (st -> (Maybe sy) -> [st]) -> [StDfa st] -> [sy] -> CT st +newRows delta sts alfabet = map (\ st -> (st, newRow delta st alfabet)) sts + + +newRow :: Ord st => (st -> (Maybe sy) -> [st]) -> (StDfa st) -> [sy] -> [StDfa st] +newRow delta sts alfabet = map (\ v -> sort (ndfawalk delta sts [v])) alfabet + + + +ndfa2ct' :: Ord st => Ndfa st sy -> CT st +ndfa2ct' (Ndfa v q s z delta) = + fst $ ndfa2ctstep' delta v [] [fstState] [] + where fstState = epsilon_closure delta s + + +ndfa2ctstep' :: Ord st + => (st -> Maybe sy -> [st]) -> [sy] -> CT st + -> [StDfa st] -> [StDfa st] -> (CT st , [StDfa st]) +ndfa2ctstep' delta v ct [] done = (ct , done ) +ndfa2ctstep' delta v ct (st:sts) done = (ct'' , done'') + where done' = st : done + newRow' = (st , newRow delta st v) + ct' = newRow' : ct + newSts = (snd newRow') <-> done' + worker = sts ++ newSts + (ct'' , done'' ) = ndfa2ctstep' delta v ct' worker done' + + +-- | Making a 'Ndfa' from a 'Dfa' -- dfa2ndfa :: Dfa st sy -> Ndfa st sy @@ -107,8 +153,12 @@ delta' q Nothing = [] --- --- Concatenation of Ndfa's + +----------------------------------------------------------------------------- +-- * Combining Finite Automata + + +-- | Concatenation of Ndfa's -- concatNdfa :: (Eq a, Eq b) => Ndfa b a -> Ndfa b a -> Ndfa b a @@ -123,8 +173,7 @@ where dp' q Nothing = (dp q Nothing) `union` sq dp' q sy = dp q sy --- --- Union Ndfa +-- | Union of 'Ndfa' -- unionNdfa :: (Eq a, Eq b) => Ndfa b a -> Ndfa b a -> Ndfa b a @@ -136,8 +185,7 @@ d' q | q `elem` qp = dp q | q `elem` qq = dq q --- --- Star Ndfa +-- | Star of 'Ndfa' -- starNdfa :: Eq st => Ndfa st sy -> Ndfa st sy @@ -151,8 +199,7 @@ dz' q Nothing = s `union` (d q Nothing) dz' q sy = d q sy --- --- Plus Ndfa +-- | Plus of 'Ndfa' -- plusNdfa :: Eq st => Ndfa st sy -> Ndfa st sy @@ -162,8 +209,7 @@ where dz' q Nothing = s `union` (d q Nothing) dz' q sy = d q sy --- --- Exponenciation +-- | Exponenciation of 'Ndfa' -- expNdfa :: (Eq st,Eq sy) => Ndfa st sy -> Int -> Ndfa Int sy @@ -173,8 +219,8 @@ expNdfa' ndfa 1 = ndfa expNdfa' ndfa i = concatNdfa ndfa (expNdfa' ndfa (i-1)) --- --- Concatenation of Dfa's + +-- | Concatenation of 'Dfa' -- concatDfa :: (Eq a, Eq b) => Dfa b a -> Dfa b a -> Ndfa b a @@ -198,8 +244,7 @@ dq' q (Just y) | y `elem` vq = [dq q y] | otherwise = [] --- --- Union of Dfa's +-- | Union of 'Dfa' -- unionDfa :: (Eq a, Eq b) => Dfa b a -> Dfa b a -> Ndfa b a @@ -213,8 +258,7 @@ | q `elem` qq && sy `elem` vq = [dq q sy] | otherwise = [] --- --- Star Dfa +-- | Star 'Dfa' -- starDfa :: Eq st => Dfa st sy -> Ndfa st sy @@ -231,8 +275,7 @@ dd' q (Just y) = [d q y] dd' _ _ = [] --- --- Plus Dfa +-- | Plus pf 'Dfa' -- plusDfa :: Eq st => Dfa st sy -> Ndfa st sy diff --git a/HaLeX_lib/Language/HaLex/Ndfa.hs b/HaLeX_lib/Language/HaLex/Ndfa.hs --- a/HaLeX_lib/Language/HaLex/Ndfa.hs +++ b/HaLeX_lib/Language/HaLex/Ndfa.hs @@ -1,7 +1,7 @@ ----------------------------------------------------------------------------- -- | -- Module : Language.HaLex.Ndfa --- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005, 2016 +-- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005,2017 -- License : LGPL -- -- Maintainer : saraiva@di.uminho.pt @@ -37,6 +37,10 @@ -- * Properties of 'Ndfa' , sizeNdfa , ndfadeadstates + , ndfasyncstates + , nodesAndEdgesNdfa + , nodesAndEdgesNoSyncNdfa + , cyclomaticNdfa -- * Properties of States , ndfaIsStDead , ndfaIsSyncState @@ -295,6 +299,15 @@ ndfadeadstates (Ndfa v qs s z d) = filter (ndfaIsStDead d v z) qs +-- | Compute the sync states of a 'Ndfa' +-- + +ndfasyncstates :: Ord st + => Ndfa st sy -- ^ Automaton + -> [st] -- ^ Dead States +ndfasyncstates (Ndfa v qs s z d) = filter (ndfaIsSyncState d v z) qs + + -- | The size of an automaton is the number of its states. sizeNdfa :: Ndfa st sy -- ^ Automaton @@ -303,7 +316,52 @@ +-- | Compute the number of states and transtions of a 'Ndfa' +-- +nodesAndEdgesNdfa :: (Eq st , Ord st , Ord sy) + => Ndfa st sy -- ^ Automaton + -> (Int , Int) -- ^ (#States, #Transitions) +nodesAndEdgesNdfa ndfa@(Ndfa _ q _ _ _) = (length q , length tt) + where tt = transitionTableNdfa ndfa + + +-- | Compute the number of states and transtions of a 'Dfa' +-- It does not consider nodes (nor transitions to) dead states nor +-- sync states. + + +nodesAndEdgesNoSyncNdfa :: (Eq st , Ord st , Ord sy) + => Ndfa st sy -- ^ Automaton + -> (Int , Int) -- ^ (#States, #Transitions) +nodesAndEdgesNoSyncNdfa ndfa@(Ndfa _ q _ _ _) = (length states , length tt') + where tt = transitionTableNdfa ndfa + syncSts = ndfasyncstates ndfa + deadSts = ndfadeadstates ndfa + states = filter (\ st -> not ((st `elem` syncSts) || + (st `elem` deadSts))) q + tt' = filter (\ (_ , _ , d) -> + not (d `elem` syncSts) || (d `elem` deadSts)) tt + + +-- | Compute the cyclomatic complexity of a 'Dfa' +-- The Cyclomatic Complexity (CC) is given by +-- cc = N - E + 2 * P +-- where N is the number of nodes +-- E is the number of edges +-- P is tne number of connected components + + +cyclomaticNdfa :: (Ord st , Ord sy) + => Ndfa st sy -> Int +cyclomaticNdfa dfa = e - n + 2 * p + where (n , e) = nodesAndEdgesNoSyncNdfa dfa + p = 1 + + + + + ----------------------------------------------------------------------------- -- * Properties of States @@ -322,14 +380,6 @@ -- | Checks whether a 'Ndfa' state is a sync state or not -- -{- -ndfaIsSyncState :: Ord st => st -> [sy] -> [st] -> (st -> Maybe sy -> [st]) -> Bool -ndfaIsSyncState st vs z d = (not (st `elem` z)) && (and qs) - where qs = [ [st] == (d st (Just v)) - && (([st] == d st Nothing) || ([] == d st Nothing)) - | v <- vs - ] --} ndfaIsSyncState :: Ord st => (st -> Maybe sy -> [st]) -- ^ Transition Function diff --git a/HaLeX_lib/Language/HaLex/RegExp.hs b/HaLeX_lib/Language/HaLex/RegExp.hs --- a/HaLeX_lib/Language/HaLex/RegExp.hs +++ b/HaLeX_lib/Language/HaLex/RegExp.hs @@ -1,7 +1,10 @@ +{-# LANGUAGE DeriveDataTypeable #-} +{-# LANGUAGE DeriveGeneric #-} + ----------------------------------------------------------------------------- -- | -- Module : Language.HaLex.RegExp --- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005, 2016 +-- Copyright : (c) João Saraiva 2001,2002,2003,2004,2005,2017,2025 -- License : LGPL -- -- Maintainer : jas@di.uminho.pt @@ -21,17 +24,23 @@ , cataRegExp -- * Matching , matchesRE - , matches' + , matches -- * Size , sizeRegExp -- * Printing , showRE -- * Simplification , simplifyRegExp + , simplifyRegExpFP -- * Normalization , extREtoRE ) where +import Data.Data (Data) +import Data.Typeable (Typeable) + +import Language.HaLex.Util + ----------------------------------------------------------------------------- -- * Data type with recursion pattern @@ -45,7 +54,7 @@ | OneOrMore (RegExp sy) -- ^ One or more times (extended RegExp) | Optional (RegExp sy) -- ^ Optional (extended RegExp) | RESet [sy] -- ^ Set (extended RegExp) - deriving (Read, Eq) + deriving (Read, Eq, Data, Typeable) -- | Catamorphism induced by the 'RegExp' inductive data type @@ -76,15 +85,16 @@ -- | Test whether a match can be found for the given regular expression -- in the given sequence of characters. The regular expression is --- assumed not to contain 'OneOrMore' or 'Optional'. See also @matches'@. +-- assumed not to contain 'OneOrMore', nor 'Optional', nor 'RESet'. +-- See also @matches@. matchesRE :: Eq sy => RegExp sy -- ^ (canonical) Regular Expression -> [sy] -- ^ Input Symbols -> Bool matchesRE Empty inp = False -matchesRE Epsilon inp = inp == [] -matchesRE (Literal l) inp = ([l] == inp) +matchesRE Epsilon inp = null inp +matchesRE (Literal l) inp = [l] == inp matchesRE (Or re1 re2) inp = matchesRE re1 inp || matchesRE re2 inp matchesRE (Then re1 re2) inp = or [ matchesRE re1 s1 && matchesRE re2 s2 | (s1,s2) <- splits inp] @@ -96,11 +106,11 @@ -- in the given sequence of characters. The regular expression is -- allowed to contain 'OneOrMore' or 'Optional'. -matches' :: Eq sy +matches :: Eq sy => RegExp sy -- ^ Regular Expression -> [sy] -- ^ Input Symbols -> Bool -matches' = matchesRE . extREtoRE +matches = matchesRE . extREtoRE -- | Produce a list of all possible ways of splitting the input list -- into two parts. For instance, @@ -247,6 +257,15 @@ simplifyRegExp (Optional x) = Optional (simplifyRegExp x) simplifyRegExp (RESet set) = RESet set + + +-- | Fix point of the function to Simplify regular expressions + + +simplifyRegExpFP :: Eq sy + => RegExp sy -- ^ Regular Expression + -> RegExp sy -- ^ Simplified Regular Expression +simplifyRegExpFP = limit simplifyRegExp diff --git a/HaLeX_lib/Language/HaLex/RegExpParser.hs b/HaLeX_lib/Language/HaLex/RegExpParser.hs --- a/HaLeX_lib/Language/HaLex/RegExpParser.hs +++ b/HaLeX_lib/Language/HaLex/RegExpParser.hs @@ -70,7 +70,7 @@ k _ l _ = RESet (concat l) l _ _ l _ = RESet [ x | x <- ascii , not (x `elem` l) - ] + ] range :: Parser Char [Char] range = f <$> letterOrDigit <*> symbol '-' <*> letterOrDigit @@ -91,6 +91,7 @@ -- Ascii characteres (C Language) +ascii :: [Char] ascii = ['a'..'z'] -- lower letter ++ ['A'..'Z'] -- capital letters ++ [' ','\n','\t'] -- Tab Or New line Or Space diff --git a/HaLeX_lib/Language/HaLex/Test_HaLex.hs b/HaLeX_lib/Language/HaLex/Test_HaLex.hs --- a/HaLeX_lib/Language/HaLex/Test_HaLex.hs +++ b/HaLeX_lib/Language/HaLex/Test_HaLex.hs @@ -58,7 +58,7 @@ test_gen_sentences :: (Ord sy, Show sy) => RegExp sy -> Test test_gen_sentences re = - TestList [ and (map (matches' re) sentences_re) ~?= True + TestList [ and (map (matches re) sentences_re) ~?= True , and (map (accept ndfa) sentences_re) ~?= True , and (map (accept dfa) sentences_re) ~?= True , and (map (accept dfa_min) sentences_re) ~?= True diff --git a/HaLeX_lib/Language/HaLex/Test_HaLex_Quickcheck.hs b/HaLeX_lib/Language/HaLex/Test_HaLex_Quickcheck.hs --- a/HaLeX_lib/Language/HaLex/Test_HaLex_Quickcheck.hs +++ b/HaLeX_lib/Language/HaLex/Test_HaLex_Quickcheck.hs @@ -79,3 +79,119 @@ exRegExp = sample (arbitrary :: Gen (RegExp Char)) + + +-- Sentences +-- + + +-- genDfa :: Dfa + + + +genDfaSentences :: (Ord st, Ord sy) => Dfa st sy -> Gen [sy] +genDfaSentences dfa@(Dfa _ _ s z _) = genStrDfa tt syncStates s z + where tt = transitionTableDfa dfa + syncStates = dfasyncstates dfa + +genStrDfa :: Eq st + => [(st, sy, st)] -- ^ Transition Table + -> [st] -- ^ Sync States + -> st -- ^ starting state + -> [st] -- ^ final states + -> Gen [sy] -- ^ generated sentence +genStrDfa tt syncSts st finals = + do (_, c, dest) <- elements (filter (\(from,_,to) -> from == st + && not (to `elem` syncSts)) tt) + rst <- genStrDfa tt syncSts dest finals + if (dest `elem` finals) then return [c] else return (c : rst) + + +{- +genNdfa_Sentences :: Eq st => Ndfa st sy -> Gen [sy] +genNdfa_Sentences ndfa@(Ndfa v q s z d) = genStrNdfa tt (head s) z + where tt = transitionTableNdfa ndfa + +-} + +genNdfa_Sentences :: Eq st => Ndfa st sy -> Gen [sy] +genNdfa_Sentences ndfa@(Ndfa v q s z d) = + do let tt = transitionTableNdfa ndfa + st <- elements s + genStrNdfa tt st z + + +genStrNdfa :: Eq st => [(st, Maybe sy, st)] -> st -> [st] -> (Gen [sy]) +genStrNdfa tt st fin = + do (_, c, nxt) <- elements (filter (\(stt, _, _) -> stt == st) tt) + rst <- genStrNdfa tt nxt fin + if (nxt `elem` fin) + then return (maybeToList c) + else return ((maybeToList c) ++ rst) + + +maybeToList (Just x) = [x] +maybeToList Nothing = [] + + + + + +{- + +genWord :: [(Int,Maybe Char,Int)] -> [Int] -> Int -> Gen (String) +genWord states fs st = + do (char, next) <- elements (getValidPaths states st) + gen <- genWord states fs next + if (next ‘elem‘ fs) + then return (maybeToList char) + else return ((maybeToList char) ++ gen) + + +getValidPaths :: [(Int,Maybe Char,Int)] -> Int -> [(Maybe Char,Int)] +getValidPaths list s = + map (\(x,y,z) -> (y,z)) (filter (\(st,_,_) -> st == s) list) + + + +getLanguage :: Int -> IO () +getLanguage n = + do cases <- generate (genRegExp n) + let aut@(Ndfa voc _ st fin _ ) = (regExp2Ndfa cases) + allStr <- generate (sequence [suchThat (frequency [(10, (genStr (transitionTableNdfa aut) (head st) fin)), (1, (shuffle voc))]) ((/=) "") | x <- [1..25]]) + do + writeFile ("testFiles/RegExp" ++ show(n)) (((filter (/= '\'')).(filter (/= ' ')).show) cases) + writeFile ("testFiles/test" ++ show(n)) (concat (map (++ "\n") allStr)) + + + +genRegExpWord :: Int -> Gen (RegExpWord) +genRegExpWord x = do regExp <- genRegExp x + let ndfa@(Ndfa _ _ _ fs _) = regExp2Ndfa regExp + word <- genWord (transitionTableNdfa ndfa) fs 1 + return (Test (regExp,word)) + + +-} + + +dfa = Dfa "abc" [1,2,3,4] 1 [4] d + where d 1 'a' = 2 + d 1 'b' = 2 + d 1 'c' = 2 + d 2 _ = 3 + d 3 'a' = 2 + d 3 'b' = 3 + d 3 'c' = 4 + + + +dfa2 = Dfa "abc" [1,2,3,4] 1 [5] d + where d 1 'a' = 2 + d 1 'b' = 2 + d 1 'c' = 2 + d 2 _ = 3 + d 3 'a' = 2 + d 3 'b' = 5 + d 3 'c' = 4 + d _ _ = 4 diff --git a/HaLeX_lib/Language/HaLex/Util.hs b/HaLeX_lib/Language/HaLex/Util.hs --- a/HaLeX_lib/Language/HaLex/Util.hs +++ b/HaLeX_lib/Language/HaLex/Util.hs @@ -1,6 +1,6 @@ ----------------------------------------------------------------------------- -- | --- Module : Language.HaLex.Edfa +-- Module : Language.HaLex.Util -- Copyright : (c) Joãoo Saraiva 2001,2002,2003,2004,2005 -- License : LGPL -- diff --git a/INSTALL b/INSTALL --- a/INSTALL +++ b/INSTALL @@ -12,7 +12,7 @@ jas@di.uminho.pt -Version: 1.2.5 (January, 2017) +Version: 1.3 (September, 2025) - halex batch tool diff --git a/LICENSE b/LICENSE --- a/LICENSE +++ b/LICENSE @@ -2,4 +2,4 @@ "6- Where to get the software -The HaLeX system is public domain and it is available as a gzipped tar file at: HaLeX_1.2.6.tgz" +The HaLeX system is public domain and it is available as a gzipped tar file at: HaLeX_1.3.0.tgz" diff --git a/README.md b/README.md --- a/README.md +++ b/README.md @@ -15,7 +15,7 @@ saraiva@di.uminho.pt -Version: 1.2.6 (January, 2017) +Version: 1.3 (September, 2025) 1- What is HaleX diff --git a/example/GenMDfa.hs b/example/GenMDfa.hs --- a/example/GenMDfa.hs +++ b/example/GenMDfa.hs @@ -1,6 +1,6 @@ module GenMDfa where -import DfaMonad +import Language.HaLeX.DfaMonad import MonadState diff --git a/example/real_dfa.hs b/example/real_dfa.hs --- a/example/real_dfa.hs +++ b/example/real_dfa.hs @@ -1,4 +1,4 @@ -import Dfa +import Language.HaLex.Dfa dfa = Dfa v q s z delta where v = "+-.0123456789" diff --git a/example/real_ndfa.hs b/example/real_ndfa.hs --- a/example/real_ndfa.hs +++ b/example/real_ndfa.hs @@ -1,4 +1,4 @@ -import Ndfa +import Language.HaLeX.Ndfa ndfa = Ndfa v q s z delta where v = "+-0123456789." diff --git a/paper/FDPE-2002.pdf b/paper/FDPE-2002.pdf new file mode 100644 # file too large to diff: paper/FDPE-2002.pdf diff --git a/paper/HaLeX.ps b/paper/HaLeX.ps deleted file mode 100644 --- a/paper/HaLeX.ps +++ /dev/null @@ -1,27370 +0,0 @@ -%!PS-Adobe-2.0 -%%Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software -%%Title: HaLeXb.dvi -%%Pages: 8 -%%PageOrder: Ascend -%%BoundingBox: 0 0 596 842 -%%EndComments -%DVIPSWebPage: (www.radicaleye.com) -%DVIPSCommandLine: dvips -o HaLeXb.ps HaLeXb -%DVIPSParameters: dpi=600, compressed -%DVIPSSource: TeX output 2002.08.19:1335 -%%BeginProcSet: texc.pro -%! -/TeXDict 300 dict def TeXDict 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Version 3.10a Rev: 12/29/94 (PNG patch 1.2) - by John Bradley -%%BoundingBox: 17 418 248 506 -%%Pages: 1 -%%DocumentFonts: -%%EndComments -%%EndProlog - -%%Page: 1 1 - -% remember original state -/origstate save def - -% build a temporary dictionary -20 dict begin - -% define string to hold a scanline's worth of data -/pix 1731 string def - -% define space for color conversions -/grays 577 string def % space for gray scale line -/npixls 0 def -/rgbindx 0 def - -% lower left corner -17 418 translate - -% size of image (on paper, in 1/72inch coords) -230.83200 87.62400 scale - -% define 'colorimage' if it isn't defined -% ('colortogray' and 'mergeprocs' come from xwd2ps -% via xgrab) -/colorimage where % do we know about 'colorimage'? - { pop } % yes: pop off the 'dict' returned - { % no: define one - /colortogray { % define an RGB->I function - /rgbdata exch store % call input 'rgbdata' - rgbdata length 3 idiv - /npixls exch store - /rgbindx 0 store - 0 1 npixls 1 sub { - grays exch - rgbdata rgbindx get 20 mul % Red - rgbdata rgbindx 1 add get 32 mul % Green - rgbdata rgbindx 2 add get 12 mul % Blue - add add 64 idiv % I = .5G + .31R + .18B - put - /rgbindx rgbindx 3 add store - } for - grays 0 npixls getinterval - } bind def - - % Utility procedure for colorimage operator. - % This procedure takes two procedures off the - % stack and merges them into a single procedure. - - /mergeprocs { % def - dup length - 3 -1 roll - dup - length - dup - 5 1 roll - 3 -1 roll - add - array cvx - dup - 3 -1 roll - 0 exch - putinterval - dup - 4 2 roll - putinterval - } bind def - - /colorimage { % def - pop pop % remove 'false 3' operands - {colortogray} mergeprocs - image - } bind def - } ifelse % end of 'false' case - - - -577 219 8 % dimensions of data -[577 0 0 -219 0 219] % mapping matrix -{currentfile pix readhexstring pop} -false 3 colorimage - -0038a0000000000000000000000000000000000000000000000000000000000000000000 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