qedbot

AlphaEvolve problems·alphaevolve:51

Erdős–Gyárfás conjecture

record target F0 no formal statement

No formal proof attached. Any claim here rests on a write-up or a report.

Fidelity F0: Absent. No formal statement is attached to the result.

Let $G$ be a finite graph with minimum degree at least $3$. Must $G$ contain a cycle of length $2^k$ for some $k \\geq 2$?

Source

AI activity

How grades work

F0 no formal statement. Absent. No formal statement is attached to the result.

Follow and discuss

All discussion

Discussion and bounties for this problem load here.

Something wrong or missing here? Request a correction or add a claim, with its sources.

Sources

Cite this record

qed.bot, “Erdős–Gyárfás conjecture”, https://qed.bot/t/alphaevolve-51, as of 30 Sep 2026.

This record as plain text, with each claim, its grades and its sources.