摘要
证明了如下结果 :一个简单连通图G的全色数和列表全色数都为Δ + 1,如果它存在一个支撑子树T使得Δ(G)≥ 6和Δ(G \E(T) )≤ 2 ,或者Δ(G)≥ 4和Δ(G \E(T) )≤
In the paper, it is proved that a connected graph G has the total chromatic number and the list total chromatic number Δ+1 if there is a spanning tree T of G such that Δ(G)≥6 and Δ(G\E(T))≤2 ,or Δ(G)≥4 and Δ(G\E(T))≤1 .
出处
《山东科技大学学报(自然科学版)》
CAS
2002年第3期6-8,共3页
Journal of Shandong University of Science and Technology(Natural Science)