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+title = "Dominance frontier"
+author = "Yann Herklotz"
+tags = []
+categories = []
+backlinks = ["1a3"]
+forwardlinks = ["1a3b"]
+zettelid = "1a3a"
++++
+
+For a node $i$ of a CFG, the dominance frontier $DF(i)$ is defined as
+the set of nodes $j$ such that $i$ dominates at least one predecessor of
+$j$ in the CFG, but does not strictly dominate $j$ itself. This can be
+extended to a set of nodes $S$ with $DF(S) = \bigcup_{i \in S} DF(i)$.