activity
20122023
most citedOn the resistance distance and Kirchhoff index of a linear hexagonal (cylinder) chain

18 citations · 68 across the 27 of their papers we have counts for

collaborators

27 papers

math.CO2023

Matching extension and matching exclusion via the size or the spectral radius of graphs

Shujing Miao, Shuchao Li, Wei Wei

A graph is said to be -extendable if every matching of size in can be extended to a perfect matching of , where is a positive integer. We say is -exclu…

math.CO2022

Extensions on spectral extrema of -free graphs with given size

Shuchao Li, Wanting Sun, Wei Wei

Let denote a set of graphs. A graph is said to be -free if it does not contain any element of as a subgraph. The Turán number is the ma…

math.CO2022

Sharp bounds on the -index of graphs in terms of the independence number

Wanting Sun, Lixia Yan, Shuchao Li +1

Given a graph , the adjacency matrix and degree diagonal matrix of are denoted by and , respectively. In 2017, Nikiforov \cite{0007} proposed the -matrix:…

math.CO2021★ 3 cited

Adjacency eigenvalues of graphs without short odd cycles

Shuchao Li, Wanting Sun, Yuantian Yu

It is well known that spectral Turán type problem is one of the most classical {problems} in graph theory. In this paper, we consider the spectral Turán type problem. Let be a…

math.CO2021

An arithmetic criterion for graphs being determined by their generalized -spectrum

Shuchao Li, Wanting Sun

Let be a graph on vertices, its adjacency matrix and degree diagonal matrix are denoted by and , respectively. In 2017, Nikiforov \cite{0007} introduced the ma…

math.CO2021★ 1 cited

Hermitian adjacency matrix of the second kind for mixed graphs

Shuchao Li, Yuantian Yu

This contribution gives an extensive study on spectra of mixed graphs via its Hermitian adjacency matrix of the second kind { (-matrix for short)} introduced by Mohar \cite{0001…