struct LexicalResolver<'cx, 'tcx> {
    region_rels: &'cx RegionRelations<'cx, 'tcx>,
    var_infos: VarInfos,
    data: RegionConstraintData<'tcx>,
}

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§region_rels: &'cx RegionRelations<'cx, 'tcx>§var_infos: VarInfos§data: RegionConstraintData<'tcx>

Implementations§

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impl<'cx, 'tcx> LexicalResolver<'cx, 'tcx>

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fn tcx(&self) -> TyCtxt<'tcx>

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fn infer_variable_values( &mut self, errors: &mut Vec<RegionResolutionError<'tcx>>, ) -> LexicalRegionResolutions<'tcx>

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fn num_vars(&self) -> usize

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fn construct_var_data(&self) -> LexicalRegionResolutions<'tcx>

Initially, the value for all variables is set to 'empty, the empty region. The expansion phase will grow this larger.

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fn dump_constraints(&self)

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fn expansion(&self, var_values: &mut LexicalRegionResolutions<'tcx>)

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fn expand_node( &self, a_region: Region<'tcx>, b_vid: RegionVid, b_data: &mut VarValue<'tcx>, ) -> bool

Expands the value of the region represented with b_vid with current value b_data to the lub of b_data and a_region. The corresponds with the constraint '?b: 'a ('a <: '?b), where 'a is some known region and '?b is some region variable.

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fn sub_region_values(&self, a: VarValue<'tcx>, b: VarValue<'tcx>) -> bool

True if a <= b.

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fn sub_concrete_regions(&self, a: Region<'tcx>, b: Region<'tcx>) -> bool

True if a <= b, but not defined over inference variables.

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fn lub_concrete_regions(&self, a: Region<'tcx>, b: Region<'tcx>) -> Region<'tcx>

Returns the least-upper-bound of a and b; i.e., the smallest region c such that a <= c and b <= c.

Neither a nor b may be an inference variable (hence the term “concrete regions”).

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fn collect_errors( &self, var_data: &mut LexicalRegionResolutions<'tcx>, errors: &mut Vec<RegionResolutionError<'tcx>>, )

After expansion is complete, go and check upper bounds (i.e., cases where the region cannot grow larger than a fixed point) and check that they are satisfied.

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fn collect_var_errors( &self, var_data: &LexicalRegionResolutions<'tcx>, errors: &mut Vec<RegionResolutionError<'tcx>>, )

Go over the variables that were declared to be error variables and create a RegionResolutionError for each of them.

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fn construct_graph(&self) -> Graph<(), Constraint<'tcx>>

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fn collect_error_for_expanding_node( &self, graph: &Graph<(), Constraint<'tcx>>, dup_vec: &mut IndexSlice<RegionVid, Option<RegionVid>>, node_idx: RegionVid, errors: &mut Vec<RegionResolutionError<'tcx>>, )

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fn collect_bounding_regions( &self, graph: &Graph<(), Constraint<'tcx>>, orig_node_idx: RegionVid, dir: Direction, dup_vec: Option<&mut IndexSlice<RegionVid, Option<RegionVid>>>, ) -> (Vec<RegionAndOrigin<'tcx>>, FxHashSet<RegionVid>, bool)

Collects all regions that “bound” the variable orig_node_idx in the given direction.

If dup_vec is Some it’s used to track duplicates between successive calls of this function.

The return tuple fields are:

  • a list of all concrete regions bounding the given region.
  • the set of all region variables bounding the given region.
  • a bool that’s true if the returned region variables overlap with those returned by a previous call for another region.
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fn bound_is_met( &self, bound: &VerifyBound<'tcx>, var_values: &LexicalRegionResolutions<'tcx>, generic_ty: Ty<'tcx>, min: Region<'tcx>, ) -> bool

Auto Trait Implementations§

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impl<'cx, 'tcx> Freeze for LexicalResolver<'cx, 'tcx>

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impl<'cx, 'tcx> !RefUnwindSafe for LexicalResolver<'cx, 'tcx>

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impl<'cx, 'tcx> !Send for LexicalResolver<'cx, 'tcx>

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impl<'cx, 'tcx> !Sync for LexicalResolver<'cx, 'tcx>

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impl<'cx, 'tcx> Unpin for LexicalResolver<'cx, 'tcx>

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impl<'cx, 'tcx> !UnwindSafe for LexicalResolver<'cx, 'tcx>

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Size: 104 bytes