摘要
证明了图的逻辑积的色数公式x(G1∧G2∧…∧Gn)≤min{x(G1),x(G2),…,x(Gn)},边色数有并作如下猜想:x(G1∧G2∧…∧Gn)=min{x(G1),x(G2),…,x(Gn)}.
The chromatic number of conjunction of n graphs is x(G1∧G2∧…∧Gn)≤ min {x(G1), x(G2),…,x(Gn)}, and the edge chromatic number have are proved. A conjecture is given in the following: x(G1 ∧G2∧…∧Gn)= min {x(G1),x(G2),…,x(Gn)}.
出处
《南京邮电学院学报》
北大核心
1995年第2期96-98,共3页
Journal of Nanjing University of Posts and Telecommunications(Natural Science)
关键词
图
逻辑积
色数
边色数
graph, conjunction, chromatic number, edge chromatic number