摘要
引进一个图的子图序列概念来研究函数ρ_k(G),f(G)和F(S_h),分别得到ρ_k(G)≤{(σ+1)/(k+1)},f(G)≥2/(△(G)+1)及F(S_h)=2/H(h)(h>0)。
We first definite a subgraph sequence of a graph,then apply it to studyρk(G),f(G)and F(Sh) and obtain that ρk(G)≤{(δ+1)/(K+1)},f(G)≥2/(△(G)+1) and F(Sh)=2/H(h)(h>0)