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1997 Kurschak Competition
3
3
Part of
1997 Kurschak Competition
Problems
(1)
3-coloring, no one-color cycle
Source: Kürschák 1997, problem 3
7/15/2014
Prove that the vertices of any planar graph can be colored with
3
3
3
colors such that there is no monochromatic cycle.
combinatorics unsolved
combinatorics