Editorial member


Kewen Zhao University of Qiongzhou, China
Email: kwzhao2006@163.com


Kewen Zhao

Chen, D., Li, Z., & Zhao, K. (2011). Dirac type condition and hamiltonian-connected graphs. Quaestiones Mathematicae, 34(4), 521-525.

Li, Z., Zhao, K. -., Lin, Y., & Chen, D. -. (2010). A problem on claw-free homogeneously traceable. Paper presented at the Proceedings - 2010 IEEE 17th International Conference on Industrial Engineering and Engineering Management, IE and EM2010, 635-637.

Zhao, K. (2013). A new short proof of fan theorem. Journal of Discrete Mathematical Sciences and Cryptography, 16(2-3), 163-165.

Zhao, K. (2011). A simple proof of whitney's theorem on connectivity in graphs. Mathematica Bohemica, 136(1), 25-26.

Zhao, K. (2012). Generalizing sufficient conditions and traceable graphs

Zhao, K. (2013). Neighborhood conditions and hamiltonian-connected graphs. Journal of Interdisciplinary Mathematics, 16(2-3), 137-145.

Zhao, K. (2011). Neighborhood union conditions and cycles through specified vertices. Far East Journal of Mathematical Sciences, 59(2), 197-200.

Zhao, K. (2013). Ore type condition and hamiltonian graphs. Matematicki Vesnik, 65(3), 412-418.

Zhao, K. (2009). Pan-connectedness of graphs with large neighborhood unions. Monatshefte Fur Mathematik, 156(3), 279-293.

Zhao, K., Chen, D., Lin, Y., Li, Z., & Zeng, K. (2011). Some new sufficient conditions and hamiltonian connected graphs. Paper presented at the Procedia Engineering, , 24 278-281.

Zhao, K., Lai, H. -., & Shao, Y. (2007). New sufficient condition for hamiltonian graphs. Applied Mathematics Letters, 20(1), 116-122.

Zhao, K., Li, Z., & Chen, D. (2011). New sufficient condition and hamiltonian and traceable. Journal of Discrete Mathematical Sciences and Cryptography, 14(6), 597-602.

Zhao, K., & Lin, Y. (2012). Vertex pancyclicity and new sufficient conditions. Proceedings of the Indian Academy of Sciences: Mathematical Sciences, 122(3), 319-328.

Zhao, K., Lin, Y., & Zhang, P. (2009). A sufficient condition for pancyclic graphs. Information Processing Letters, 109(17), 991-996.

Zhao, K., Tzeng, Y. -., & Zhang, P. (2012). Pancyclic graphs and degree sum and neighborhood union involving distance two. Discrete Applied Mathematics, 160(3), 218-223.

Zhao, K., Yue, L., & Ping, Z. (2012). One sufficient condition for hamiltonian graphs involving distances. Russian Mathematics, 56(4), 38-43.