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Chengfu Qin

Observed names: Cheng-fu Qin, Qin Chengfu, Qin, Chengfu
ORCID: 0000-0003-0512-0397
Observed ORCID: 0000-0003-0512-0397
OpenAlex ID: A5029152274
Super connectivity of Kronecker products of graphs
2010 · Litao Guo, Chengfu Qin, et al. · Information Processing Letters · 38
Subgraph fault tolerance of distance optimally edge connected hypercubes and folded hypercubes
2020 · Litao Guo, Chengfu Qin, et al. · Journal of Parallel and Distributed Computing · 30
On the -diagnosability of BC networks
2013 · Weihua Yang, Huiqiu Lin, et al. · Applied Mathematics and Computation · 28
On super 2-restricted and 3-restricted edge-connected vertex transitive graphs
2011 · Weihua Yang, Zhao Zhang, et al. · Discrete Mathematics · 13
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Some properties of contraction-critical 5-connected graphs
2007 · Chengfu Qin, Xudong Yuan, et al. · Discrete Mathematics · 11
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Some structural properties of minimally contraction-critically 5-connected graphs
2010 · Kiyoshi Ando, Qin Chengfu · Discrete Mathematics · 7
A chain theorem for 4-connected graphs
2018 · Chengfu Qin, Guoli Ding · Journal of Combinatorial Theory Series B · 4
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Inverse degree and super edge-connectivity
2012 · Yingzhi Tian, Litao Guo, et al. · International Journal of Computer Mathematics · 4
On Cyclic Edge-Connectivity and Super-Cyclic Edge-Connectivity of Double-Orbit Graphs
2015 · Weihua Yang, Chengfu Qin, et al. · Bulletin of the Malaysian Mathematical Sciences Society · 3
Triangles in contraction critical 5-connected graphs.
2005 · Chengfu Qin, Xudong Yuan, et al. · Australas. J Comb. · 3
A characterization of internally 4-connected {P10− {v1,v2}}-minor-free graphs
2021 · Xiaomin Zhou, Weihua Yang, et al. · Discussiones Mathematicae Graph Theory · 2
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Contractible Edges in Spanning Trees of 3-Connected Graphs
2025 · Chengfu Qin, Jin Geng, et al. · Graphs and Combinatorics · 1
Strengthened chain theorems for different versions of 4-connectivity
2022 · Guoli Ding, Chengfu Qin · Discrete Mathematics · 1
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Connectivity of the graph induced by contractible edges of a k-tree
2019 · Chengfu Qin, Litao Guo, et al. · Applied Mathematics and Computation · 1
Height Probabilities in the Abelian Sandpile Model on the Generalized Trees.
2014 · Xiaoxia Wu, Lianzhu Zhang, et al. · Ars Combinatoria · 1
Contractible non-edges in 3-connected graphs
2026 · Shuai Kou, Chengfu Qin, et al. · Discrete Mathematics
A constructive characterization of uniformly 4-connected graphs
2025 · Chen, Xiang, Kou, Shuai, et al. · arXiv (Cornell University)
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The Characterization of Graphs with No 2-connected Spanning Subgraph of V8 as a Minor
2022 · Xiao-min Zhou, Xia-xia Guan, et al. · Acta Mathematicae Applicatae Sinica English Series
Contractible Subgraphs of Contraction Critically Quasi $5$-Connected Graphs
2022 · Kou, Shuai, Qin, Chengfu, et al. · arXiv (Cornell University)
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A Note on Oct1+-Minor-Free Graphs and Oct2+-Minor-Free Graphs
2022 · Wenyan Jia, Shuai Kou, et al. · Journal of Interconnection Networks
Contractible Edges in 3-Connected Cubic Graphs
2021 · Shuai Kou, Chengfu Qin, et al. · Parallel Processing Letters
A note on $Oct_{1}^{+}$-free graphs and $Oct_{2}^{+}$-free graphs
2021 · Jia, Wenjian, Kou, Shuai, et al. · arXiv (Cornell University)
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5-Shredders of Contraction-Critical 5-Connected Graphs
2020 · Chengfu Qin, Weihua Yang · Parallel Processing Letters
How to Contract a Vertex Transitive 5-Connected Graph
2020 · Chengfu Qin, Weihua Yang, et al. · Discrete Dynamics in Nature and Society
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A constructive characterization of contraction critical 8-connected graphs with minimum degree 9
2019 · Chengfu Qin, Weihua He, et al. · Discrete Mathematics
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Works count: 28
Citation count: 147
H-index: 6
I10-index: 5
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