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c62a0e5dae |
@ -57,22 +57,18 @@ object Unify {
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def getNext[A](from: Set[CartesianProduct[A]])=
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from.find(_.hasNext()).map(it => it.nextProduct())
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var eqSets: Set[CartesianProduct[Set[UnifyConstraint]]] =
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val eqSets: Set[CartesianProduct[Set[UnifyConstraint]]] =
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Set(new CartesianProduct[Set[UnifyConstraint]](orCons))
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var it: Option[Set[Set[UnifyConstraint]]] = getNext(eqSets)
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var results: Set[Set[UnifyConstraint]] = Set()
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while(it.isDefined){
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val eqSet = it.get
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val rulesResult = applyRules(fc)(eqSet.flatten)
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val rulesResult = applyRules(fc, eqSet.flatten)
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val step2Result = step2(rulesResult, fc)
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while(step2Result.hasNext()){
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val substResult = substStep(step2Result.nextProduct().flatten)
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substResult match{
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case UnchangedSet(eq) => if(isSolvedForm(eq)){
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results = results + removeALessdotB(eq)
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}
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case ChangedSet(eq) =>
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eqSets = eqSets + new CartesianProduct[Set[UnifyConstraint]](Set(Set(eq)))
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val substResult = step2Result.nextProduct().flatten
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if(isSolvedForm(substResult)){
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results = results + removeALessdotB(substResult)
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}
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}
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it = getNext(eqSets)
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@ -155,6 +151,10 @@ object Unify {
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case UnifyLessDot(UnifyTV(_), UnifyRefType(_,_)) => true
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case _ => false
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}).asInstanceOf[Set[UnifyLessDot]]
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private def getCUnifyLessDotA(from: Set[UnifyConstraint]) = from.filter(c => c match{
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case UnifyLessDot(UnifyRefType(_, _), UnifyTV(_)) => true
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case _ => false
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}).asInstanceOf[Set[UnifyLessDot]]
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def matchRule(eq : Set[UnifyConstraint], fc: FiniteClosure) = {
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val aUnifyLessDotC = getAUnifyLessDotC(eq)
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@ -168,6 +168,18 @@ object Unify {
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}
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)
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}
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def match2Rule(eq : Set[UnifyConstraint], fc: FiniteClosure) = {
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val cUnifyLessDotA = getCUnifyLessDotA(eq) //C <. a
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(eq -- cUnifyLessDotA) ++ cUnifyLessDotA.map(c => {
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val smallerA = cUnifyLessDotA.find(c2 => c2 != c && c2.right.equals(c.right) && fc.isPossibleSupertype(c.left.asInstanceOf[UnifyRefType].name,c2.left.asInstanceOf[UnifyRefType].name))
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if(smallerA.isEmpty){ //c2 = smallerA = D <. a C < D
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c
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}else{
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UnifyLessDot(c.left, smallerA.get.left) // C <. D
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}
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}
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)
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}
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def reduceRule(eq: Set[UnifyConstraint]) = eq.flatMap(c => c match {
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case UnifyEqualsDot(UnifyRefType(an, ap), UnifyRefType(bn, bp)) => {
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@ -208,7 +220,6 @@ object Unify {
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case x => x
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})
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}
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def adoptRule(eq: Set[UnifyConstraint], fc: FiniteClosure) ={
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val aUnifyLessDota = eq.filter(c => c match{
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case UnifyLessDot(UnifyTV(_), UnifyTV(_)) => true
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@ -218,7 +229,7 @@ object Unify {
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(eq -- aUnifyLessDotC) ++ aUnifyLessDotC.map(c => {
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val smallerC = aUnifyLessDotC.find(c2 => c2 != c
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&& isLinked(c2.left.asInstanceOf[UnifyTV], c.left.asInstanceOf[UnifyTV], aUnifyLessDota)
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&& fc.isPossibleSupertype(c2.right.asInstanceOf[UnifyRefType].name,c.right.asInstanceOf[UnifyRefType].name))
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&& fc.isPossibleSupertype(c2.right.asInstanceOf[UnifyRefType].name,c.right.asInstanceOf[UnifyRefType].name))
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if(smallerC.isEmpty){
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c
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}else{
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@ -227,6 +238,24 @@ object Unify {
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}
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)
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}
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def adopt2Rule(eq: Set[UnifyConstraint], fc: FiniteClosure) = {
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val aUnifyLessDota = eq.filter(c => c match{
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case UnifyLessDot(UnifyTV(_), UnifyTV(_)) => true
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case _ => false
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}).asInstanceOf[Set[UnifyLessDot]]
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val cUnifyLessDotA = getCUnifyLessDotA(eq)
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(eq -- cUnifyLessDotA) ++ cUnifyLessDotA.map(c => {
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val smallerA = cUnifyLessDotA.find(c2 => c2 != c
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&& isLinked(c2.right.asInstanceOf[UnifyTV], c.right.asInstanceOf[UnifyTV], aUnifyLessDota)
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&& fc.isPossibleSupertype(c.left.asInstanceOf[UnifyRefType].name,c2.left.asInstanceOf[UnifyRefType].name))
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if(smallerA.isEmpty){
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c
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}else{
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UnifyLessDot(c.left, smallerA.get.left)
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}
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}
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)
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}
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def eraseRule(eq: Set[UnifyConstraint]) =
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eq.filter(_ match {
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@ -350,14 +379,18 @@ object Unify {
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private def doWhileSome(fun: Set[UnifyConstraint]=>Option[Set[UnifyConstraint]], eqTemp: Set[UnifyConstraint]): Set[UnifyConstraint] =
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fun(eqTemp).map(eqTemp2 => doWhileSome(fun,eqTemp2)).getOrElse(eqTemp)
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def applyRules(fc: FiniteClosure) = (eq: Set[UnifyConstraint]) => {
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def applyRules(fc: FiniteClosure, eq: Set[UnifyConstraint]): Set[UnifyConstraint] = {
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var eqNew: Set[UnifyConstraint] = null
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var eqFinish: Set[UnifyConstraint] = eq
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do{
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eqNew = doWhileSome(Unify.equalsRule,eqFinish) //We have to apply equals rule first, to get rid of circles
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eqFinish = eraseRule(swapRule(reduceRule(matchRule(adoptRule(adaptRule(eqNew, fc), fc), fc))))
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eqFinish = eraseRule(swapRule(reduceRule(match2Rule(matchRule(adopt2Rule(adoptRule(adaptRule(eqNew, fc), fc), fc), fc), fc))))
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}while(!eqNew.equals(eqFinish))
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eqNew
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val substResult = substStep(eqNew)
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substResult match{
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case UnchangedSet(_) => substResult.result
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case ChangedSet(_) => applyRules(fc, substResult.result)
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}
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}
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def cartesianProduct[T](xss: Set[Set[T]]): Set[Set[T]] =
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