ACO Seminar - Carl Schildkraut
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ACO Seminar - Carl Schildkraut Wean Hall 8220 Anonymous (not verified) Mon, 02/23/2026 - 10:38 In Person
Ramsey Cayley graphs over non-abelian groups
CARL SCHILDKRAUT A conjecture of Alon states that, for some absolute constant C, every finite group G possesses a Cayley graph with clique and independence number each at most C*log|G|. Recently, Conlon, Fox, Pham, and Yepremyan have verified this conjecture for most abelian groups using mainly graph-theoretic