My research
Research Interests
- Graph Theory
and Combinatorics
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Line graphs and claw-free graphs
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Eulerian graphs,
Supereulerian graphs
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Group connectivity
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Matroid Theory
Recent Papers
- Pancyclicity in 4-connected claw-free, net-free graphs (with Hong-Jian Lai, Ju Zhou, and Taoye Zhang), submitted
- s-hamiltonian connected line graphs (with Hong-Jian Lai, Xiaoling Ma, Ju Zhou, and Taoye Zhang), submitted
- Almost spanning trails and Chvatal-Erdos conditions, submitted
- On s-hamiltonicity of net-free line graphs, submitted
- On the line graph of a graph with diameter two, submitted
- Catlin's reduced graps with small orders, in preparation
- On s-hamiltonicity of Z_8-free line graphs, in preparation
- Hamiltonicity of 3-connected line graphs of diameter three (with Hong-Jian Lai, Ju Zhou, and Taoye Zhang), in preparation
Publication
List
- A discharging method to find subgraphs having two edge-disjoint spanning trees (with Hong-Jian Lai, and Keke Wang), ARS Combinatoria, accepted.
- On s-hamiltonian line graphs of claw-free graphs (with Hong-Jian Lai, Ju Zhou, and Taoye Zhang), Discrere Mathematics 342(11), 3006-3016, 2019.
- Pancyclicity
in 4-connected claw-free Z_8-free graphs (with Hong-Jian Lai, Ju Zhou, and Taoye Zhang), Graphs and Combinatorics, 35 (2019), 67-89.
- Strongly spanning trailable graphs with short longest paths (with Hong-Jian Lai, Ping Li, and Keke Wang), ARS Combinatoria, 137 (2018), 3-39.
- Full cycle extendability of nearly claw-free graphs (with Shuxin), ARS Combinatoria, 127(2016), 339-356.
- Graphs with a 3-cycle 2-over (with Zhi-Hong Chen, Miaomiao Han, and Hong-Jian Lai), Graphs and Combinatorics, 31(2015), 2103-2111.
- K_5^--factor in a graph (with Hong-Jian
Lai, Yehong Shao),
ARS
Combinatoria, 122 (2015), 97-124.
- Z_3-connectvity in Abelian Cayley graphs (with Hao Li, Ping Li, Ju Zhou and Taoye Zhang), Discrete Mathematics, 313 (2013), 1666-1676.
- Spanning cycles in reguler matroids
without small cocircuits, European Journal of Combinatorics, 33(8), 1765-1776 (2012).
- Z_3-connectivity of 4-edge-connected
2-triangular graphs (with Xinmin
Hou, Hong-Jian Lai, Ju Zhou, Taoye Zhang),
European Journal of Combinatorics,
33(2012), 182-188.
- Group Connectivity and Group Colorings of
Graphs-A survey (with Hong-Jian Lai, Xiangwen Li, Yehong Shao), Acta
Mathematica Sinica, English Series, Vol 27, Number 3 (2011), 405-434.
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On 3-edge-connected supereulerian
graphs (with Hong-Jian
Lai, Hao Li and Yehong Shao),
Graphs and Combinatorics, 27 (2011), 207-214.
- Hamiltonicity of 6-connected line
graphs, Discrete Applied Mathematics,
158(2010), 1971-1975.
- Degree Sum and Z_3-connectivity (with
Hong-Jian Lai, Xiangwen Li, Yehong Shao, Rui Xu, Xiaoxia Zhang), Discrete
Mathematics, 310(2010), 3390-3397.
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Full cycle
extendability of triangularly connected almost claw-free graphs, ARS
Combinatoria, (96)2010, 489-497.
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Hamilton-connected indices of graphs (with Zhi-Hong Chen, Hong-Jian
Lai, Liming Xiong, Huiya Yan), Discrete Mathematics, 309 (2009),
4819-4827.
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Hamiltonian connectedness in 3-connected
line graphs (with Hong-Jian Lai, Yehong Shao, and Gexin Yu), Discrete
Applied Mathematics, 157(2009), 982-990.
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Every 4-connected line graph of a quasi
claw-free graph is hamiltonian connected
(with Hong-Jian Lai, Yehong Shao),
Discrete Mathematics,
308 (2008), 5312-5316.
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Hamiltonian
connected hourglass free line graphs (with Hong-Jian Lai, Dengxin Li and Yehong Shao),
Discrete Mathematics,
308 (2008), 2634-2636.
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Vertex
pancyclicity in quasi claw-free graphs,
Discrete
Mathematics,307(2007), 1679-1683.
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Hamiltonicity in
3-connected claw-free graphs (with Hong-Jian Lai and Yehong Shao),
J. Combinatorial Theory, Series B, Vol. 96,
Issue 4(2006), 493-504.
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Supereulerian
planar graphs (with Hong-Jian Lai, Deying Li and Jingzhong Mao),
ARS Combinatoria, 75 (2005), 313-331.
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Every 3-connected
N2-locally connected claw-free graph is Hamiltonian (with Hong-Jian Lai,
Yehong Shao),
J.
Graph Theory, Vol. 48, Issue 2
(2005), 142-146.
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Eulerian subgraphs and Hamilton-connected
line graphs (with Hong-Jian Lai, Dengxin Li),
Discrete Applied
Mathematics, 145(2005), 422-428
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Neighborhood intersections and hamiltonicity in almost claw-free graphs,
Discrete Mathematics, 243(2002), 171-185
- The neighborhood intersections of essential sets and the traceable properties of K1,r-free graphs, Journal of Southeast University, Volume 29, Issue 6 (1999), 94-98.
- Two sufficient conditions for (k+1)-connected K1,r –free graphs to be Hamilton-connected (with Xinping Xu), Journal of Liongning University (Natural Science), Vol. 25, Issue 4 (1998), 301-308.
- Hamilton-connected properties of (k+1)-connected claw-free graphs (with Xinping Xu), Journal of Nanjing Normal University (Natural Science), Volume 21, Issue 2 (1998), 12-21.
- A discussion on k-connected claw center independent graphs being Hamiltonian using essentials sets (with Xinping Xu), Journal of Nanjing University Mathematical Bi-quarterly, Volume 14, Issue 2 (1997), 258-265.
- A sufficient conditions for claw center independent graphs having Hamilton-path (with Xinping Xu), Journal of Nanjing Normal University (Natural Science), Volume 20, Issue 3 (1997), 15-18.
- A discussion on graphs being traceable using essential sets (with Xinping Xu), Journal of Jiangsu Education College (Natural Science), 1 (1997), 6-11.
- Hamiltonicity of k-connected claw center independent graph (with Xinping Xu), Journal of Jiangsu Education College (Natural Science), 2 (1996), 1-4.
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