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{\bf Janusz Dybizba\'nski and Tomasz Dzido}
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{\bf On some Ramsey Numbers for Quadrilaterals}
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We will prove that $R(C_4, C_4, K_4-e)=16$. This fills one of the gaps in the tables presented in a 1996 paper by Arste et al. Moreover by using computer methods we improve lower and upper bounds for some other multicolor Ramsey numbers involving quadrilateral $C_4$. We consider $3$ and $4$-color numbers, our results improve known bounds.

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