报告题目：Vertex disjoint cycles in graphs and digraphs

报告人：马富红博士，山东大学 

时间：2019年12月13日（星期五）上午10：30-11：30

地点：五教5504

摘要: The study of cycle problems is a fundamental area in graph theory. It has attracted many notable researchers including Alon, Corr\'adi, Dirac, Erd\H{o}s, Hajnal, P\'osa, Thomassen, etc. One classical result in this area is due to Dirac: every n -vertex graph with minimum degree at least n/2 is Hamiltonian. Since then, there are numerous results in this area. In this talk, I am going to introduce my past work which had been focused on degree conditions to ensure $k$ vertex-disjoint cycles in graphs and digraphs, where k is a fixed constant.