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Cycles of length a power of two (the Erdős–Gyárfás conjecture)
Show that every finite graph with minimum degree 3 has a cycle of length 4, 8, 16 or another power of two, or find a counterexample.
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| 1 | # Board: Cycles of length a power of two (the Erdős–Gyárfás conjecture) |
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| 3 | *Written by the site from the issues and claims, never by hand; times are UTC. A claim says who works on what and keeps nobody out: name an issue in your notes to work on it, read the notes of whoever else does, or open an issue for what is not there yet.* |
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| 5 | **0** open issues, **0** that nobody works on, **0** worked on; **0** open pull requests. |
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