graph coloring

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graph coloring

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Leighton, "A graph coloring algorithm for large scheduling problems," Journal of Research of National Bureau of Standards, vol.
1993], and compare the resulting code with the code obtained from an aggressive graph coloring algorithm that performs iterated register coalescing [George and Appel 1996].
Nonetheless, the resulting code is quite efficient: on the benchmarks we studied, it is within 12% as fast as code generated by an aggressive graph coloring algorithm for all but two benchmarks.
For each of these benchmarks, we compare linear scan register allocation against (1) a well-tuned graph coloring algorithm and (2) a simple "usage count" register allocation scheme.
As before, we compare linear scan register allocation against a graph coloring algorithm and the simple algorithm based on usage counts.
The figure indicates that linear scan allocation (L) can be considerably faster than even a simple and fast graph coloring algorithm (C).
Section 1 is devoted to algorithms and infrastructures, with chapters on topics such as self-stabilizing graph coloring algorithms, and distributed service programming and interoperability.
Expected behavior of graph coloring algorithms. In Proc.
Processor graph coloring algorithms. Several parts of the parallel AMG algorithm require the formation of a graph incidence matrix of size p on a processor.
For example, parallel graph coloring algorithms [8] provide a significantly better probabilistic performance bound than the deterministic algorithms described here.
Smallest-last ordering and clustering and graph coloring algorithms. J.
Various graph coloring algorithms are detailed in Section 5.2.

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