摘要： Ewa·Wojcicka [1] has proved that the connected 3 γ critical graphs has a H path and has put forward to such a conjecture: Connected 3 γ critical graphs without endpoints are H graphs. In this paper,we prove that if G is a connected 3 γ critical graph without endpoints and has a Hpaht ap →a such that d(a,b)=3, then G is a H graph. The result partially solves Ewa. Wojcicka's conjecture. 专辑： 基础科学 专题： 数学 分类号： O157.5
中图分类号:
