}
if(node.getKind() == kind::APPLY_UF) {
if( node.getOperator().getKind() == kind::LAMBDA ){
- // resolve away the lambda
- context::Context fakeContext;
- theory::SubstitutionMap substitutions(&fakeContext);
TNode lambda = node.getOperator();
- for(TNode::iterator formal = lambda[0].begin(), arg = node.begin(); formal != lambda[0].end(); ++formal, ++arg) {
- // typechecking should ensure that the APPLY_UF is well-typed, correct arity, etc.
- Assert(formal != node.end());
- // This rewrite step is important: if we have (f (f 5)) for
- // some lambda term f, we want to beta-reduce the inside (f 5)
- // application first. Otherwise, we can end up in infinite
- // recursion, because f's formal (say "x") gives the
- // substitution "x |-> (f 5)". Fine, the body of the lambda
- // gets (f 5) in place for x. But since the same lambda ("f")
- // now occurs in the body, it's got the same bound var "x", so
- // substitution continues and we replace that x by (f 5). And
- // then again. :-(
- //
- // We need a better solution for distinguishing bound
- // variables like this, but for now, handle it by going
- // inside-out. (Quantifiers shouldn't ever have this problem,
- // so long as the bound vars in different quantifiers are kept
- // different.)
- Node n = Rewriter::rewrite(*arg);
- substitutions.addSubstitution(*formal, n);
+ std::vector<TNode> vars;
+ std::vector<TNode> subs;
+ for (const TNode& v : lambda[0])
+ {
+ vars.push_back(v);
}
- return RewriteResponse(REWRITE_AGAIN_FULL, substitutions.apply(lambda[1]));
+ for (const TNode& s : node)
+ {
+ subs.push_back(s);
+ }
+ Node ret = lambda[1].substitute(
+ vars.begin(), vars.end(), subs.begin(), subs.end());
+ return RewriteResponse(REWRITE_AGAIN_FULL, ret);
}else if( !canUseAsApplyUfOperator( node.getOperator() ) ){
return RewriteResponse(REWRITE_AGAIN_FULL, getHoApplyForApplyUf(node));
}
return RewriteResponse(REWRITE_DONE, NodeManager::currentNM()->mkConst(false));
}
}
- if(node.getKind() == kind::APPLY_UF && node.getOperator().getKind() == kind::LAMBDA) {
- // resolve away the lambda
- context::Context fakeContext;
- theory::SubstitutionMap substitutions(&fakeContext);
- TNode lambda = node.getOperator();
- for(TNode::iterator formal = lambda[0].begin(), arg = node.begin(); formal != lambda[0].end(); ++formal, ++arg) {
- // typechecking should ensure that the APPLY_UF is well-typed, correct arity, etc.
- Assert(formal != node.end());
- // This rewrite step is important: see note in postRewrite().
- Node n = Rewriter::rewrite(*arg);
- substitutions.addSubstitution(*formal, n);
- }
- return RewriteResponse(REWRITE_DONE, substitutions.apply(lambda[1]));
- }
return RewriteResponse(REWRITE_DONE, node);
}