Struct llvm_ir_analysis::DominatorTree

pub struct DominatorTree<'m> { /* fields omitted */ }

The dominator tree for a particular function.

To construct a DominatorTree, use Analysis.

Implementations

impl<'m> DominatorTree<'m>

pub fn idom(&self, block: &'m Name) -> Option<&'m Name>

Get the immediate dominator of the basic block with the given Name.

This will be None for the entry block or for any unreachable blocks, and Some for all other blocks.

A block bbX is the immediate dominator of bbY if and only if:

• bbX strictly dominates bbY, i.e., bbX appears on every control-flow path from the entry block to bbY (but bbX =/= bbY)
• Of the blocks that strictly dominate bbY, bbX is the closest to bbY (farthest from entry) along paths from the entry block to bbY

pub fn idom_of_return(&self) -> &'m Name

Get the immediate dominator of CFGNode::Return.

This will be the block bbX such that:

• bbX strictly dominates CFGNode::Return, i.e., bbX appears on every control-flow path through the function (but bbX =/= CFGNode::Return)
• Of the blocks that strictly dominate CFGNode::Return, bbX is the closest to CFGNode::Return (farthest from entry) along paths through the function

pub fn children<'s>(
    &'s self,
    block: &'m Name
) -> impl Iterator<Item = CFGNode<'m>> + 's

Get the children of the given basic block in the dominator tree, i.e., get all the blocks which are immediately dominated by block.

See notes on idom().

pub fn dominates(&self, node_a: CFGNode<'m>, node_b: CFGNode<'m>) -> bool

Does node_a dominate node_b?

Note that every node dominates itself by definition, so if node_a == node_b, this returns true. See also strictly_dominates()

pub fn strictly_dominates(
    &self,
    node_a: CFGNode<'m>,
    node_b: CFGNode<'m>
) -> bool

Does node_a strictly dominate node_b?

This is the same as dominates(), except that if node_a == node_b, this returns false.

pub fn entry(&self) -> &'m Name

Get the Name of the entry block for the function