The multipartite Ramsey number for the 3-path of length three
classification
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keywords
lambdalengthnumberpathramseythreecolorsconstant
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We study the Ramsey number for the 3-path of length three and $n$ colors and show that $R(P^3_3;n)\le \lambda_0 n+7\sqrt{n}$, for some explicit constant $\lambda_0=1.97466\dots$.
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