摘要
The anti-Ramsey number AR(G, H) is defined to be the maximum number of colors in an edge coloring of G which doesn't contain any rainbow subgraphs isomorphic to H. It is clear that there is an AR(K-m,K- n, kK(2))-edge-coloring of K-m,K- n that doesn't contain any rainbow kk(2) . In this paper, we show the uniqueness of this kind of AR(K-m,K- n, kK(2))-edge-coloring of .
- 出版日期2017-1
- 单位浙江师范大学