摘要
Abstract In this paper, the relationship between non separating independent number and the maximum genus of a 3 regular simplicial graph is presented. A lower bound on the maximum genus of a 3 regular graph involving girth is provided. The lower bound is tight, it improves a bound of Huang and Liu.
Abstract In this paper, the relationship between non separating independent number and the maximum genus of a 3 regular simplicial graph is presented. A lower bound on the maximum genus of a 3 regular graph involving girth is provided. The lower bound is tight, it improves a bound of Huang and Liu.
