pub(crate) struct Vertex<'s, 'v> {
pub(crate) neighbours: OnceCell<&'v [(Edge, &'v Vertex<'s, 'v>)]>,
pub(crate) predecessor: Cell<Option<(u32, &'v Vertex<'s, 'v>)>>,
pub(crate) lhs_syntax: Option<&'s Syntax<'s>>,
pub(crate) rhs_syntax: Option<&'s Syntax<'s>>,
parents: Stack<'v, EnteredDelimiter<'s, 'v>>,
lhs_parent_id: Option<NonZeroU32>,
rhs_parent_id: Option<NonZeroU32>,
}Expand description
A vertex in a directed acyclic graph that represents a diff.
Each vertex represents two pointers: one to the next unmatched LHS syntax, and one to the next unmatched RHS syntax.
For example, suppose we have X A on the LHS and A on the
RHS. Our start vertex looks like this.
LHS: X A RHS: A
^ ^From this vertex, we could take Edge::NovelAtomLHS, bringing
us to this vertex.
LHS: X A RHS: A
^ ^Alternatively, we could take the Edge::NovelAtomRHS, bringing us
to this vertex.
LHS: X A RHS: A
^ ^Vertices are arena allocated (the ’v lifetime) and have references to syntax nodes (the ’s lifetime).
Fields§
§neighbours: OnceCell<&'v [(Edge, &'v Vertex<'s, 'v>)]>The neighbours of this vertex. This is computed lazily, on first access.
predecessor: Cell<Option<(u32, &'v Vertex<'s, 'v>)>>The predecessor of this vertex in the shortest route found so far.
This can change as Dijkstra runs: the first time we see the node in the to-visit set, we may not have reached it by the shortest route.
lhs_syntax: Option<&'s Syntax<'s>>§rhs_syntax: Option<&'s Syntax<'s>>§parents: Stack<'v, EnteredDelimiter<'s, 'v>>§lhs_parent_id: Option<NonZeroU32>§rhs_parent_id: Option<NonZeroU32>Implementations§
Trait Implementations§
impl Eq for Vertex<'_, '_>
Auto Trait Implementations§
impl<'s, 'v> !Freeze for Vertex<'s, 'v>
impl<'s, 'v> !RefUnwindSafe for Vertex<'s, 'v>
impl<'s, 'v> !Send for Vertex<'s, 'v>
impl<'s, 'v> !Sync for Vertex<'s, 'v>
impl<'s, 'v> Unpin for Vertex<'s, 'v>
impl<'s, 'v> !UnwindSafe for Vertex<'s, 'v>
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