Seminars_raw

The crossing number of a graph in a surface

2019-05-14 00:00

Speaker: Jing Wang

unit:

Time: 2019-05-15 14:30-15:30

Venue: Room 202, 14th Building, Weijin Road Campus

starttime: 2019-05-15 14:30-15:30

Profile:


Theme:
The crossing number of a graph in a surface
Time:
2019-05-15 14:30-15:30
Venue:
Room 202, 14th Building, Weijin Road Campus
Speaker:
Jing Wang

Profile

Jing Wang, an associate professor at Changsha University. Before that, She received her doctor degree from Hunan Normal University in 2009.

Abstract

The crossing number of $G$ in a surface $\sum$, denoted by $cr_{\sum}(G)$, is the minimum number of pairwise intersections of edges in a drawing of $G$ in the surface $\sum$. In particular, the crossing number of $G$ in the plane $S_0$ is denoted by $cr(G)$ for simplicity, which is an important notation to classify nonplanar graphs. In this talk, we will give some results concerning on the crossing number of certain graphs either in the plane or in the projective plane.


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