Java Code Examples for kodkod.ast.Relation#totalOrder()
The following examples show how to use
kodkod.ast.Relation#totalOrder() .
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Example 1
Source File: AbstractReplacer.java From org.alloytools.alloy with Apache License 2.0 | 5 votes |
/** * Calls lookup(pred) and returns the cached value, if any. If a replacement has * not been cached, visits the formula's children. If nothing changes, the * argument is cached and returned, otherwise a replacement formula is cached * and returned. * * @return { p: RelationPredicate | p.name = pred.name && p.relation = * pred.relation.accept(delegate) && p.name = FUNCTION => p.targetMult = * pred.targetMult && p.domain = pred.domain.accept(delegate) && p.range * = pred.range.accept(delegate), p.name = TOTAL_ORDERING => p.ordered = * pred.ordered.accept(delegate) && p.first = * pred.first.accept(delegate) && p.last = pred.last.accept(delegate) } */ @Override public Formula visit(RelationPredicate pred) { Formula ret = lookup(pred); if (ret != null) return ret; final Relation r = (Relation) pred.relation().accept(delegate); switch (pred.name()) { case ACYCLIC : ret = (r == pred.relation()) ? pred : r.acyclic(); break; case FUNCTION : final RelationPredicate.Function fp = (RelationPredicate.Function) pred; final Expression domain = fp.domain().accept(delegate); final Expression range = fp.range().accept(delegate); ret = (r == fp.relation() && domain == fp.domain() && range == fp.range()) ? fp : (fp.targetMult() == Multiplicity.ONE ? r.function(domain, range) : r.partialFunction(domain, range)); break; case TOTAL_ORDERING : final RelationPredicate.TotalOrdering tp = (RelationPredicate.TotalOrdering) pred; final Relation ordered = (Relation) tp.ordered().accept(delegate); final Relation first = (Relation) tp.first().accept(delegate); final Relation last = (Relation) tp.last().accept(delegate); ret = (r == tp.relation() && ordered == tp.ordered() && first == tp.first() && last == tp.last()) ? tp : r.totalOrder(ordered, first, last); break; default : throw new IllegalArgumentException("unknown relation predicate: " + pred.name()); } return cache(pred, ret); }
Example 2
Source File: BugTests.java From org.alloytools.alloy with Apache License 2.0 | 5 votes |
public final void testMana_01312007() { final Relation A = Relation.unary("A"); final Relation first1 = Relation.unary("first1"); final Relation first2 = Relation.unary("first2"); final Relation last1 = Relation.unary("last1"); final Relation last2 = Relation.unary("last2"); final Relation next1 = Relation.binary("next1"); final Relation next2 = Relation.binary("next2"); final Formula f0 = next1.totalOrder(A, first1, last1); final Formula f1 = next2.totalOrder(A, first2, last2); final Formula f2 = first1.eq(last2); final Formula f3 = f0.and(f1).and(f2); final Universe u = new Universe(Arrays.asList("a0", "a1", "a2")); final TupleFactory f = u.factory(); final Bounds b = new Bounds(u); b.bound(A, f.allOf(1)); b.bound(first1, f.allOf(1)); b.bound(first2, f.allOf(1)); b.bound(last1, f.allOf(1)); b.bound(last2, f.allOf(1)); b.bound(next1, f.allOf(2)); b.bound(next2, f.allOf(2)); final Solver solver = new Solver(); final Solution sol = solver.solve(f3, b); assertEquals(Solution.Outcome.SATISFIABLE, sol.outcome()); }
Example 3
Source File: AbstractReplacer.java From kodkod with MIT License | 5 votes |
/** * Calls lookup(pred) and returns the cached value, if any. * If a replacement has not been cached, visits the formula's * children. If nothing changes, the argument is cached and * returned, otherwise a replacement formula is cached and returned. * @return { p: RelationPredicate | p.name = pred.name && p.relation = pred.relation.accept(this) && * p.name = FUNCTION => p.targetMult = pred.targetMult && * p.domain = pred.domain.accept(this) && * p.range = pred.range.accept(this), * p.name = TOTAL_ORDERING => p.ordered = pred.ordered.accept(this) && * p.first = pred.first.accept(this) && * p.last = pred.last.accept(this) } */ public Formula visit(RelationPredicate pred) { Formula ret = lookup(pred); if (ret!=null) return ret; final Relation r = (Relation)pred.relation().accept(this); switch(pred.name()) { case ACYCLIC : ret = (r==pred.relation()) ? pred : r.acyclic(); break; case FUNCTION : final RelationPredicate.Function fp = (RelationPredicate.Function) pred; final Expression domain = fp.domain().accept(this); final Expression range = fp.range().accept(this); ret = (r==fp.relation() && domain==fp.domain() && range==fp.range()) ? fp : (fp.targetMult()==Multiplicity.ONE ? r.function(domain, range) : r.partialFunction(domain,range)); break; case TOTAL_ORDERING : final RelationPredicate.TotalOrdering tp = (RelationPredicate.TotalOrdering) pred; final Relation ordered = (Relation) tp.ordered().accept(this); final Relation first = (Relation)tp.first().accept(this); final Relation last = (Relation)tp.last().accept(this); ret = (r==tp.relation() && ordered==tp.ordered() && first==tp.first() && last==tp.last()) ? tp : r.totalOrder(ordered, first, last); break; default : throw new IllegalArgumentException("unknown relation predicate: " + pred.name()); } return cache(pred,ret); }
Example 4
Source File: RegressionTests.java From kodkod with MIT License | 5 votes |
@Test public final void testMana_01312007() { final Relation A = Relation.unary("A"); final Relation first1 = Relation.unary("first1"); final Relation first2 = Relation.unary("first2"); final Relation last1 = Relation.unary("last1"); final Relation last2 = Relation.unary("last2"); final Relation next1 = Relation.binary("next1"); final Relation next2 = Relation.binary("next2"); final Formula f0 = next1.totalOrder(A, first1, last1); final Formula f1 = next2.totalOrder(A, first2, last2); final Formula f2 = first1.eq(last2); final Formula f3 = f0.and(f1).and(f2); final Universe u = new Universe(Arrays.asList("a0","a1","a2")); final TupleFactory f = u.factory(); final Bounds b = new Bounds(u); b.bound(A, f.allOf(1)); b.bound(first1, f.allOf(1)); b.bound(first2, f.allOf(1)); b.bound(last1, f.allOf(1)); b.bound(last2, f.allOf(1)); b.bound(next1, f.allOf(2)); b.bound(next2, f.allOf(2)); final Solver solver = new Solver(); final Solution sol = solver.solve(f3, b); assertEquals(Solution.Outcome.SATISFIABLE, sol.outcome()); }