Ligong Wang

activity

20232025

collaborators

3 papers

math.CO2025

The characteristic polynomials of $r$ -uniform hypercycles with length $l$

Dong Bo, Duan Cunxiang, Wang Ligong

Let $C_{l}$ be a cycle with length $l .$ The $r$ -uniform hypercycle with length $l$ is obtained by adding $r - 2$ new vertices in every edge of $C_{l},$ denoted by $C_{l}^{(r)}$ . In thi…

math.CO2024

Spectral Properties of Dual Unit Gain Graphs

Chunfeng Cui, Yong Lu, Liqun Qi +1

In this paper, we study dual quaternion and dual complex unit gain graphs and their spectral properties in a unified frame of dual unit gain graphs. Unit dual quaternions represent…

math.SP2023

The characteristic polynomials of uniform hypercycles with length four

Cunxiang Duan, Ligong Wang, Yulong Wei

Let $C_{m}$ be a cycle with length $m .$ The $k$ -uniform hypercycle with length $m$ obtained by adding $k - 2$ new vertices in every edge of $C_{m},$ denoted by $C_{m, k} .$ In this pap…

The characteristic polynomials of r-uniform hypercycles with length l

Spectral Properties of Dual Unit Gain Graphs

The characteristic polynomials of uniform hypercycles with length four

The characteristic polynomials of $r$ -uniform hypercycles with length $l$