final class DominanceFrontiers extends ControlDependencies
Representation of the dominance frontiers.
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def
df(n: Int): IntArraySet
Returns the nodes in the dominance frontier of the given node.
- def dominanceFrontiers: IndexedSeq[IntArraySet]
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def
toDot(isNodeValid: (Int) ⇒ Boolean = _ ⇒ true): String
Creates a dot graph which depicts the dominance frontiers.
Creates a dot graph which depicts the dominance frontiers.
- isNodeValid
A function that returns
trueif the given int value identifies a valid node. If the underlying graph is not a sparse graph; i.e., if every index in the range [0...maxNode] identifies a valid node, then the default function, which always returnstrue, can be used.
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- def transitiveDF(n: Int): IntTrieSet
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def
xIsControlDependentOn(x: Int)(f: (Int) ⇒ Unit): Unit
Calls the function
fwith those nodes on which the given nodexis control dependent on.Calls the function
fwith those nodes on which the given nodexis control dependent on.- Definition Classes
- DominanceFrontiers → ControlDependencies
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def
xIsDirectlyControlDependentOn(x: Int): IntArraySet
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The nodes/basic blocks on which the given node/basic block is directly control dependent on. That is, the set of nodes which directly control whether x is executed or not. Directly means that there is at least one path between a node Y in
Control(X)/*the returned set*/and X, whose selection is controlled by Y and which contains no nodes that may prevent the execution of X.
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- DominanceFrontiers → ControlDependencies