step 4 grundgerüst
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@ -27,5 +27,5 @@ public interface IRuleSet {
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public Optional<MPair> adaptExt(MPair pair);
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public Optional<MPair> adaptSup(MPair pair);
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public Optional<Unifier> subst(MPair pair);
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public Set<MPair> subst(Set<MPair> pair);
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}
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@ -0,0 +1,8 @@
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package de.dhbwstuttgart.typeinference.unify.interfaces;
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import java.util.List;
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import java.util.Set;
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public interface ISetOperations {
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<B> Set<List<B>> cartesianProduct(List<? extends Set<? extends B>> sets);
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}
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@ -0,0 +1,17 @@
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package de.dhbwstuttgart.typeinference.unifynew;
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import java.util.List;
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import java.util.Set;
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import com.google.common.collect.Sets;
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import de.dhbwstuttgart.typeinference.unify.interfaces.ISetOperations;
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public class GuavaSetOperations implements ISetOperations {
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@Override
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public <B> Set<List<B>> cartesianProduct(List<? extends Set<? extends B>> sets) {
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return Sets.cartesianProduct(sets);
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}
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}
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@ -516,7 +516,7 @@ public class RuleSet implements IRuleSet{
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}
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@Override
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public Optional<Unifier> subst(MPair pair) {
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public Set<MPair> subst(Set<MPair> pair) {
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// TODO Auto-generated method stub
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return null;
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}
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@ -1,20 +1,26 @@
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package de.dhbwstuttgart.typeinference.unifynew;
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import java.util.ArrayList;
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import java.util.Collection;
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import java.util.HashSet;
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import java.util.LinkedHashSet;
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import java.util.LinkedList;
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import java.util.List;
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import java.util.Optional;
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import java.util.Set;
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import java.util.stream.Collectors;
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import de.dhbwstuttgart.typeinference.Menge;
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import de.dhbwstuttgart.typeinference.Pair;
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import de.dhbwstuttgart.typeinference.exceptions.NotImplementedException;
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import de.dhbwstuttgart.typeinference.unify.interfaces.IFiniteClosure;
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import de.dhbwstuttgart.typeinference.unify.interfaces.IRuleSet;
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import de.dhbwstuttgart.typeinference.unify.interfaces.ISetOperations;
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import de.dhbwstuttgart.typinference.unify.model.MPair;
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import de.dhbwstuttgart.typinference.unify.model.MPair.PairOperator;
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import de.dhbwstuttgart.typinference.unify.model.PlaceholderType;
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/**
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* Implementierung des Unifikationsalgorithmus.
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* @author Florian Steurer
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@ -25,18 +31,21 @@ public class Unify {
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/*
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* Preparations: Create Mapping
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*/
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Set<MPair> eq0 = null;
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/*
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* Step 1: Repeated application of reduce, adapt, erase, swap
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*/
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eq0 = applyTypeUnificationRules(eq0, fc);
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/*
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* Step 2 and 3: Create a subset eq1s of pairs where both sides are TPH and eq2s of the other pairs
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*/
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Set<MPair> eq1s = new HashSet<>();
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Set<MPair> eq2s = new HashSet<>();
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splitEq(eq0, eq1s, eq2s);
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@ -45,10 +54,39 @@ public class Unify {
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* Step 4: Magic
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*/
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// Sets that originate from pair pattern matching
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// Sets of the "second level"
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Set<List<Set<MPair>>> pairSets = new HashSet<List<Set<MPair>>>();
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for(MPair pair : eq2s)
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pairSets.add(calculateSets(pair));
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// The sets of the "first level"
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Set<Set<MPair>> sets = new HashSet<Set<MPair>>();
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// Add Eq1'
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sets.add(eq1s);
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// Add the set of [a =. Theta | (a=. Theta) in Eq2']
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sets.add(eq2s.stream()
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.filter(x -> x.getPairOp() == PairOperator.EQUALSDOT && x.getLhsType() instanceof PlaceholderType)
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.collect(Collectors.toSet()));
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/*
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* Around here, filters for pairs and sets can be applied
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*/
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ISetOperations setOps = new GuavaSetOperations();
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for(List<Set<MPair>> pairSet : pairSets)
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setOps.cartesianProduct(pairSet).forEach(x -> sets.add(new HashSet<MPair>(x)));
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// Prüfen ob addAll stimmt oder ob hier eigentlich nur 1 set sein sollte
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Set<List<MPair>> eqsSet = setOps.cartesianProduct(new ArrayList<>(sets));
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/*
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* Step 5: Repeated substitution
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*/
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/*
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* Step 6: a) Restart for pairs where subst was applied
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* b) Union over everything
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@ -61,6 +99,10 @@ public class Unify {
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throw new NotImplementedException();
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}
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protected List<Set<MPair>> calculateSets(MPair pair) {
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return null;
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}
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protected void splitEq(Set<MPair> eq, Set<MPair> eq1s, Set<MPair> eq2s) {
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for(MPair pair : eq)
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if(pair.getLhsType() instanceof PlaceholderType && pair.getRhsType() instanceof PlaceholderType)
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