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20162026
most citedSpectral radius and clique partitions of graphs

3 citations · 4 across the 5 of their papers we have counts for

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9 papers · 1 filter

math.CO2026

Spectral bounds for the independence number of graphs and even uniform hypergraphs

Xinyu Hu, Jiang Zhou, Changjiang Bu

In this paper, we give spectral upper bounds for the independence number of even uniform hypergraphs and graphs, extend the Hoffman bound to even uniform hypergraphs, and give a si…

math.CO2025

Spectral characterizations of local structures of graphs and hypergraphs

Jiang Zhou, Changjiang Bu

In this paper, we give the relationship between spectral radius and local structures of graphs and hypergraphs. Our work shows that certain local subgraphs (subhypergraphs) must oc…

math.CO2025

Perron-Frobenius theorem for dual tensors and its applications

Changjiang Bu, Yue Chu, Qingying Zhang +1

The Perron-Frobenius theorem of nonnegative matrices is a classical result on spectral theory of matrices, which has wide applications in many domains. In this paper, we give the P…

math.CO2023

An Erdős-Stone type result for high-order spectra of graphs

Chunmeng Liu, Jiang Zhou, Changjiang Bu

Erdős-Stone Theorem is a well-known result in extremal graph theory which determines the asymptotic behaviour of maximum number of edges in an -vertex -free graph. In 2009, N…

math.CO2023

Oriented spanning trees and stationary distribution of digraphs

Jiang Zhou, Changjiang Bu

By using biclique partitions of digraphs, this paper gives reduction formulas for the number of oriented spanning trees, stationary distribution vector and Kemeny's constant of dig…

math.CO20213 cited

Spectral radius and clique partitions of graphs

Jiang Zhou, Edwin R. van Dam

We give lower bounds on the size and total size of clique partitions of a graph in terms of its spectral radius and minimum degree, and derive a spectral upper bound for the maximu…