A bound for multicolor Ramsey numbers
The paper generalizes the classical upper bound for multicolor Ramsey numbers \[ R(K_{m_1},\ldots,K_{m_n})\leq\sum_{i=1}^n R(K_{m_1},\ldots,K_{m_{i-1}},K_{m_i-1},K_{m_{i+1}},\ldots,K_{m_n})-n+2 \] to more general classes of graphs.
scientific article; zbMATH DE number 1565961