let mut seen = IndexSet::new();
let mut fail = false;
let mut iter = self.pre_order_iter(addr);
+ let mut parent_stack = vec![];
- let is_composite = |addr: &Addr| match *addr {
+ let is_composite = |addr: Addr| match addr {
Addr::Str(_) | Addr::Lis(_) | Addr::PStrLocation(..) => true,
_ => false,
};
- loop {
- if let Some(addr) = iter.stack().last() {
+ 'outer: loop {
+ if let Some(addr) = iter.stack().last().cloned() {
+ let addr = self.store(self.deref(addr));
+
if is_composite(addr) {
- if !seen.contains(addr) {
- seen.insert(*addr);
+ if !seen.contains(&addr) {
+ seen.insert(addr);
} else {
- fail = true;
- break;
+ // when we again encounter a seen composite
+ // term, check that it precedes itself as a
+ // parent in the post-order traversal. in the
+ // future, when value cells have mark bits,
+ // use them to designate parenthood instead of
+ // this linear search.
+
+ for (_, prec_addr) in parent_stack.iter().rev().cloned() {
+ if prec_addr == addr {
+ fail = true;
+ break 'outer;
+ }
+ }
}
- } else {
- iter.stack().pop();
+
+ let arity = match addr {
+ Addr::Str(h) => match &self.heap[h] {
+ &HeapCellValue::NamedStr(arity, ..) => arity,
+ _ => unreachable!(),
+ },
+ _ => 2,
+ };
+
+ parent_stack.push((arity, addr));
}
}
if iter.next().is_none() {
break;
+ } else {
+ while let Some((rem_children, addr)) = parent_stack.pop() {
+ if rem_children > 0 {
+ parent_stack.push((rem_children - 1, addr));
+ break;
+ }
+ }
}
}