activity
20162023
most citedLaplacian spectral characterization of roses

11 citations · 11 across the 8 of their papers we have counts for

collaborators

9 papers

cs.DM2023

Perturbation results for distance-edge-monitoring numbers

Chenxu Yang, Ralf Klasing, Changxiang He +1

Foucaud et al. recently introduced and initiated the study of a new graph-theoretic concept in the area of network monitoring. Given a graph , a set $M \subseteq V(…

math.CO2022

Maximum principal ratio of the signless Laplacian of graphs

Lele Liu, Shengming Hu, Changxiang He

Let be a connected graph and be the signless Laplacian of . The principal ratio of is the ratio of the maximum and minimum entries of the Perron vector…

math.CO2022

Some multivariable Rado numbers

Gang Yang, Yaping Mao, Changxiang He +1

The Rado number of an equation is a Ramsey-theoretic quantity associated to the equation. Let be a linear equation. Denote by the mi…

math.CO2021

Revisiting the Maximum Principal Ratio of Graphs

Lele Liu, Changxiang He

Let be a connected graph, the principal ratio of is the ratio of the maximum and minimum entries of its Perron eigenvector. In 2007, Cioab\v a and Gregory conjectured that…

math.CO2021

Some -spectral extremal results for some digraphs

Haiying Shan, Feifei Wang, Changxiang He

In this paper, we characterize the extremal digraphs with the maximal or minimal -spectral radius among some digraph classes such as rose digraphs, generalized theta digraphs an…

math.CO2020

A proof of a conjecture on the distance spectral radius and maximum transmission of graphs

Lele Liu, Haiying Shan, Changxiang He

Let be a simple connected graph, and be the distance matrix of . Suppose that and are the maximum row sum and the spectral radius of , re…

math.CO2020

On the index of unbalanced signed bicyclic graphs

Changxiang He, Yuying Li, Haiying Shan +1

In this paper, we focus on the index ( largest eigenvalue) of the adjacency matrix of connected signed graphs. We give some general results on the index when the corresponding sign…

math.CO2017

The energy change of the complete multipartite graph

Hai-Ying Shan, Chang-Xiang He, Zhen-Sheng Yu

The energy of a graph is defined as the sum of the absolute values of all eigenvalues of the graph. Akbari et al. \cite{S. Akbari} proved that for a complete multipartite graph $K_…

math.CO2016★ 11 cited

Laplacian spectral characterization of roses

Changxiang He, Edwin R. van Dam

A rose graph is a graph consisting of cycles that all meet in one vertex. We show that except for two specific examples, these rose graphs are determined by the Laplacian spectrum,…