报告题目: On the non-odd-bipartiteness of even uniform hypergraphs.

报告人：范益政 （安徽大学）

时间：12月8号  3：30-4：30 

地点：1518

摘要：

It is known that for a simple graph the bipartiteness can be characterized by the spectrum of the adjacency matrix,

Laplaican matrix or signless Laplacian matrix of the graph. Shao et al. characterized the odd-bipartiteness of even uniform

hypergraphs by the H-spectrum, spectrum of the adjacency tensor, Laplacian tensor or signless Laplacian tensor of the 

hypergraph.

In this talk we find two differences between the Laplacian spectrum and signless Laplaican spectrum of simple graphs and hypergraphs.

We also characterized the non-odd-bipartiteness of hypergraphs by means of the spectrum.