A Note on Two Multicolor Ramsey Numbers
Abstract
Two new bounds for multicolor Ramsey numbers are proved:
$R(K_3,K_3,C_4,C_4)\geq 27$ and $R_4(C_4)\leq 19$.
Two new bounds for multicolor Ramsey numbers are proved:
$R(K_3,K_3,C_4,C_4)\geq 27$ and $R_4(C_4)\leq 19$.