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Research Problem Websites |
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Open Problems |
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Kluwer Academic Publishers,
Vol. 3 of Network Theory and Applications, (2000), (ISBN: 0-7923-6469-4) |
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Chinese Higher Education Press, (2002), (ISBN: 7-04-010563-2) |
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Recent Publications: |
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J. Combinatorial Theory, Ser. B. 98 (2008) 1325-1336. |
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Discrete Math., 308 (2008) 6626-6631. |
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A lower bound of the l-edge-connectivity
and optimal graphs |
J. Combinatorial Mathematics and Combinatorial Computing, 66 (2008) 79-95. |
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Every 4-connected line graph of a quasi claw-free graph is Hamiltonian connected |
Discrete Math., 308 (2008) 5312-5316. |
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On s-hamiltonian-connected line graphs |
Discrete Math., 308 (2008) 4293-4297 |
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Hamiltonian connected hourglass free line
graphs |
Discrete Math., 308 (2008) 2634-2636. |
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Hamiltonian connected graphs |
Computers and Mathematics with Applications, 55
(2008) 2707-2714. |
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Ars Combinatoria, 89 (2008) 141-158. |
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New Sufficient Conditions for s-Hamiltonian Graphs and s-Hamiltonian Connected Graphs |
Ars.Combinatoria 88 (2008), 217-227 |
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Graphs and
Combinatorics, 24 (2008) 1-9 |
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European J. Combin. 29
(2008),
no.
1, 298--310 |
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Discrete Math., 307 (2007) 3076-3080. |
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Combinatorica, 27 (2007) 245-246. |
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AMS/IP Studies in Advanced Mathematics,
39 (2007), 149-159. |
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Discrete Math. 307 (2007) 1205-1211. |
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Discrete Math, 306 (2006) 2115-2117. Discrete Math, 307 (2007) 1217. |
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J. of Combinatorial Math. And
Combinatorial Computing, 59 (2006), 165--171. 05C45 |
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Discrete
Mathematics, 306 (2006) 1997-2004. |
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Every 3-connected, essentially 11-connected line graph is hamiltonian |
J. Combinatorial Theory, Ser. B, 96
(2006) 571-576. |
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J. Combinatorial Theory, Ser. B, 96
(2006) 493-504. |
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Europ. J. Combinatorics, 27 (2006),
436-443. |
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J. Graph Theory, 52 (2006) 51-72. |
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Graphs and Combinatorics, 21 (2005)
469-474. |
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J. Graph Theory, 49 (2005) 196-204. |
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Ars
Combinatoria, 75 (2005), 313-331. |
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J. Graph Theory 48 (2005), no.
2, 142--146. |
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Discrete Applied Math 145 (2005) 422-428. |
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Recently Accepted Publications |
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Obtaining a uniformly dense graph from a
non-uniformly dense graph |
Discrete Applied. Math |
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Hamiltonian connectedness in 3-connected
line graphs |
Discrete Applied. Math |
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Discrete Math |
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Hamilton-Connected
Indices of Graphs |
Discrete Math, |
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The
Supereulerian Graphs in the Graph Family $C(l,k)$, |
Discrete Math |
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Discrete Math, |
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European J. Combinatorics |
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Ars Combinatoria |
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Spanning eulerian subgraphs in $N^2$-locally
connected claw-free graphs |
Ars Combinatoria |
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Ars Combinatoria |
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J. Combinatorial Theory, Ser. B |
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Current Research |
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Cycles and Eulerian Subgraphs |
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Every
3-connected claw-free $Z_8$-free graph is hamiltonian |
The
Chvatal-Erdos condition for supereulerian graphs and the hamiltonian index |
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Flows and Cycle Covers, Graph Coloring and its Generalizations |
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Degree Conditions for Group Connectivity |
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Uniformly Dense Graphs |
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Applications of Mathematics |
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Energy Management
System with Automatic Reconfigurationfor Electric Shipboard Power Systems |
Proceedings, Reconfiguration and
Survivability Symposium 2005, |
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Distributed Control Agents Approach to Energy
Management In Electric Shipboard Power Systems |
IEEE PES General Meeting, June 18-22,
2006, Montral, |
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Distributed Approaches for Determinations of Reconfiguration
Algorithm Termination |
Proceedings of the Electric Ship
Technologies Symposium (ESTS) 2007, |
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The Journal of Applied Gerontology, 26
(2007) 258-273. |
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Health Behavior and Transition
of Physical Disability Among Community Dwelling Older Edults |
Research on Aging, 30 (2008) 572-591 |
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