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Towards the Kohayakawa--Kreuter conjecture on asymmetric Ramsey properties
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Towards the Kohayakawa--Kreuter conjecture on asymmetric Ramsey properties
classification
math.CO
keywords
conjecturedotscasymmetricboundestablishesfixedfunctiongraphs
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For fixed graphs $F_1,\dotsc,F_r$, we prove an upper bound on the threshold function for the property that $G(n,p) \to (F_1,\dotsc,F_r)$. This establishes the $1$-statement of a conjecture of Kohayakawa and Kreuter.
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