Description Usage Arguments Details Value References
This function computes the dominance frontiers for a graph.
1 | dominance_frontiers(g, dom_t = dominator_tree(g))
|
g |
(igraph) The graph. |
dom_t |
(igraph) The dominator tree for the graph. |
The dominance frontier for a block b is the set of all blocks y such that b dominates a predecessor of y but does not strictly dominate y. In other words, the dominance frontier for b is the set of blocks immediately beyond the blocks dominated by b, where control-flow merges from a separate part of the program.
A graph with a vertex for each vertex in the original graph. Each vertex has edges to all vertices in its dominance frontier.
Cooper, K. D., Harvey T. J., and Kennedy, K. (2001) A simple, fast dominance algorithm. Software Practice & Experience 4, 1-10.
Cooper, K. D. and Torczon, L. (2012) Engineering a Compiler. Elsevier.
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