///|
/// What a traversal does after it enters a node.
pub(all) enum Control {
/// Visit the node's children next.
Continue
/// Do not visit the children; the node is still left.
SkipChildren
/// End the traversal now; no node is left after this.
Stop
} derive(Eq, Debug)
///|
/// One open node on the walk stack.
priv struct Frame {
node : NodeRef
children : Array[NodeRef]
mut next : Int32
}
///|
/// Visit `root` and every node below it in pre-order (source order). `enter`
/// runs when a node is reached and decides what happens next; `leave` runs
/// after all of a node's children, with the same node object. An explicit
/// stack, not recursion, holds the open nodes, so trees of any depth work on
/// every target. All traversal state belongs to this call.
///
/// ```mbt check
/// test {
/// let r = @parser.parse_text(
/// (
/// #|namespace a
/// #|
/// #|@t
/// #|string S
/// #|
/// ),
/// )
/// let root = @traversal.NodeRef::of_result(r).unwrap()
/// // Log enter and leave; skip the children of the trait.
/// let log = []
/// @traversal.walk(
/// root,
/// n => {
/// log.push("+" + n.category())
/// if n.category() == "trait" {
/// SkipChildren
/// } else {
/// Continue
/// }
/// },
/// leave=n => log.push("-" + n.category()),
/// )
/// inspect(
/// log.join(" "),
/// content="+file +namespace +name -name -namespace +shape +trait -trait +name -name -shape -file",
/// )
/// }
/// ```
pub fn walk(
root : NodeRef,
enter : (NodeRef) -> Control,
leave~ : (NodeRef) -> Unit = _ => (),
) -> Unit {
match enter(root) {
Stop => return
SkipChildren => {
leave(root)
return
}
Continue => ()
}
let stack = [{ node: root, children: root.children(), next: 0, }]
while stack.last() is Some(top) {
if top.next < top.children.length() {
let child = top.children[top.next]
top.next = top.next + 1
match enter(child) {
Stop => return
SkipChildren => leave(child)
Continue =>
stack.push({ node: child, children: child.children(), next: 0, })
}
} else {
ignore(stack.pop())
leave(top.node)
}
}
}