Star-critical Ramsey numbers for cycles versus the complete graph on 5
vertices
Star-critical Ramsey numbers for cycles versus the complete graph on 5
vertices
Let $G$, $H$ and $K$ represent three graphs without loops or parallel edges and $n$ represent an integer. Given any red blue coloring of the edges of $G$, we say that $K \rightarrow (G,H)$, if there exists red copy of $G$ in $K$ or a blue copy of $H$ in …