Shandong Institute of Business and Technology

output

20052026

most citedLie bialgebras of generalized Witt type

56 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

Guang’ai Song6 · h 7
Yu-cai Su6 · h 27
B. Shao5 · h 22
Hai Li5 · h 8
J. Zou5 · h 19
Jinjiang Li3 · h 30
Bao-Ming Xu2 · h 12
Chengming Wang2 · h 2
Fan Zhang2 profiles2 · h 56
Guangwen Li2 · h 3
Guihai Yu2 · h 22
Guodong Fan2 · h 5

collaborating institutions

University of Science and Technology of ChinaCN6 papers
Beijing Institute of TechnologyCN5 papers
Shanghai Jiao Tong UniversityCN4 papers
Qufu Normal UniversityCN3 papers
Binzhou Medical UniversityCN2 papers
Central South UniversityCN2 papers
Chinese Academy of SciencesCN2 papers
Fuzhou UniversityCN2 papers
Harbin Institute of TechnologyCN2 papers
Inner Mongolia UniversityCN2 papers
Shandong University of AeronauticsCN2 papers
Tongji UniversityCN2 papers

Showing math.COShow all

2 papers · 1 filter

math.CO2013

The inertia of weighted unicyclic graphs

Guihai Yu, Xiao-Dong Zhang, Lihua Feng

Let $G_{w}$ be a weighted graph. The \textit{inertia} of $G_{w}$ is the triple $I n (G_{w}) = (i_{+} (G_{w}), i_{-} (G_{w}),$ $i_{0} (G_{w}))$ , where $i_{+} (G_{w}), i_{-} (G_{w}), i_{0} (G_{w})$ are the number of…

math.CO2011

The largest $n - 1$ Hosoya indices of unicyclic graphs

Guihai Yu, Lihua Feng, Aleksandar Ilic

The Hosoya index $Z (G)$ of a graph $G$ is defined as the total number of edge independent sets of $G$ . In this paper, we extend the research of [J. Ou, On extremal unicyclic molec…

The inertia of weighted unicyclic graphs

The largest n−1 Hosoya indices of unicyclic graphs

The largest $n - 1$ Hosoya indices of unicyclic graphs