most citedE-cospectral hypergraphs and some hypergraphs determined by their spectra

1 citations · 3 across the 5 of their papers we have counts for

collaborators

5 papers

math.FA20161 cited

Characterization of CMO via compactness of the commutators of bilinear fractional integral operators

Dinghuai Wang, Jiang Zhou, Wenyi Chen

Let be the bilinear fractional integral operator, be a more singular family of bilinear fractional integral operators and . Bényi et al. in \cite{B1} sho…

math.FA20161 cited

Another characterizations of Muckenhoupt class

Dinghuai Wang, Jiang Zhou

This manuscript addresses Muckenhoupt weight theory in connection to Morrey and BMO spaces. It is proved that belongs to Muckenhoupt class, if and only if Hardy…

math.CO2014

Minimum (maximum) rank of tensors and the sign nonsingular tensors

Changjiang Bu, Wenzhe Wang, Lizhu Sun +1

In this paper, we define the minimum (maximum) rank, term rank and the sign nonsingular of tensors. The sufficiency and necessity for the minimum rank of a real tensor to be is…

math.CO2014

Some spectral properties of uniform hypergraphs

Jiang Zhou, Lizhu Sun, Wenzhe Wang +1

For a -uniform hypergraph , we obtain some trace formulas for the Laplacian tensor of , which imply that () is determined by the Laplacia…

math.CO20141 cited

E-cospectral hypergraphs and some hypergraphs determined by their spectra

Changjiang Bu, Jiang Zhou, Yimin Wei

Two -uniform hypergraphs are said to be cospectral (E-cospectral), if their adjacency tensors have the same characteristic polynomial (E-characteristic polynomial). A -unifor…