轮对完全图的拉姆齐数

摘要

记ψ={C3,C4,…,Cm}.对于充分大的n,证明了r(Kk+ψ2m+1,Kn)≤(1+o(1))nk+1+1/m/(log n)k+1,这里c=c(m)是一个常数.%Let ψm ={C3,C4,…,Cm }.It is shown that r(Kk +ψ2m+1,Kn)≤ (1+o(1))cnk+1+1/m/(log n)k+1 for large n,where c=c(m) is a constant.