论文标题
拉姆西的数量是漫长的偶数周期与恒星
The Ramsey number of a long even cycle versus a star
论文作者
论文摘要
我们发现Ramsey Number $ r（C_ {2 \ Ell}，K_ {1，N}）$的确切值，当$ \ ell $和$ n = o（\ ell^{10/9}）$很大时。我们的结果与Turán数字$ ex（n，c_ {2 \ ell}）$的行为密切相关，该偶数的长度随$ n $而迅速增长。
We find the exact value of the Ramsey number $R(C_{2\ell},K_{1,n})$, when $\ell$ and $n=O(\ell^{10/9})$ are large. Our result is closely related to the behaviour of Turán number $ex(N, C_{2\ell})$ for an even cycle whose length grows quickly with $N$.
