activity
20052022
most citedPartial-dual genus polynomials and signed intersection graphs

3 citations · 10 across the 16 of their papers we have counts for

collaborators

20 papers

math.SP20221 cited

Arithmetic-Geometric spectral radii of Unicyclic graphs

Ruiling Zheng, Xian'an Jin

Let be the degree of the vertex of . The arithmetic-geometric matrix of a graph is a square matrix, where the -entry is equal to $\dis…

math.CO20223 cited

Twist monomials of binary delta-matroids

Qi Yan, Xian'an Jin

Recently, we introduced the twist polynomials of delta-matroids and gave a characterization of even normal binary delta-matroids whose twist polynomials have only one term and pose…

math.CO2022

On coefficients of the interior and exterior polynomials

Xiaxia Guan, Xian'an Jin

The interior polynomial and the exterior polynomial are generalizations of valuations on and of the Tutte polynomial of graphs to hypergraphs, respec…

math.CO2022

A direct and elementary proof of the well-definedness of the interior and exterior polynomials of hypergraphs

Xiaxia Guan, Xian'an Jin, Tianlong Ma

T. Kálmán (A version of Tutte's polynomial for hypergraphs, Adv. Math. 244 (2013) 823-873.) introduced the interior and exterior polynomials which are generalizations of the Tutte…

math.CO20211 cited

Twist polynomials of delta-matroids

Qi Yan, Xian'an Jin

Recently, Gross, Mansour and Tucker introduced the partial duality polynomial of a ribbon graph and posed a conjecture that there is no orientable ribbon graph whose partial dualit…

math.CO2021

The Ihara-zeta function and the spectrum of the join of two semi-regular bipartite graphs

Xiaotong Li, Xian'an Jin, Qi Yan

In this paper, using matrix techniques, we compute the Ihara-zeta function and the number of spanning trees of the join of two semi-regular bipartite graphs. Furthermore, we show t…