Małgorzata Bednarska-Bzdęga, Tomasz Łuczak
Published 2023-08-31Version 1
We show that there exists an absolute constant $A$ such that the size Ramsey number of a pair of cycles $(C_n$, $C_{2d})$, where $4\le 2d\le n$, is bounded from above by $An$. We also study the restricted size Ramsey number for such a pair.
On the restricted size Ramsey number for a pair of cycles
Multicolour Ramsey numbers of paths and even cycles
On multicolor Ramsey numbers for loose $k$-paths of length three
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