Dr. Khandoker Mohammed Mominul Haque
ProfessorDepartment of Computer Science and Engineering, Shahjalal University of Science and Technology, Sylhet, Bangladesh
Highest Degree
Ph.D. in Computer Science and Engineering from Dalian University of Technology, China
Share this Profile
Area of Interest:
Selected Publications
- Haque, K.M.M., L. Xiaohui, Y. Yuansheng and Z. Pingzhong, 2013. Prime labeling on Knodel graphs W3,n. ARS Combinat., 86: 121-127.
- Haque, K.M.M., L. Xiaohui, Y. Yuansheng and Z. Jinbo, 2012. Prime cordial labeling of flower snark and related graphs. Ars Combinat., 105: 45-52.
- Haque, K.M.M., 2012. Irregular total labellings of generalized Petersen graphs. Theory Comput. Syst., 50: 537-544.
CrossRef | Direct Link | - Haque, K.M.M., L. Xiaohui, Y. Yuansheng and Z. Pingzhong, 2011. On the prime labeling of generalized Petersen graph P (n, 3). Int. J. Contemp. Math. Sci., 6: 1783-1800.
- Haque, K.M.M., L. Xiaohui, Y. Yuansheng and Z. Pingzhong, 2010. On the prime labeling of generalized Petersen graph P(n,1). Utilitas Mathemat., 83: 95-106.
- Haque, K.M.M., L. Xiaohui, Y. Yuansheng and Z. Pingzhong, 2010. On the prime cordial labeling of generalized Petersen graph. Utilitas Mathemat., 82: 71-79.
- Haque, K.M.M., 2010. Equitable total coloring of Flower Snaks and its related graphs. Comput. Sci. Eng. Res. J., 6: 62-67.
- Haque, K.M.M. and U.N. Khanam, 2010. Harmonious labeling of disjoint union of cycles. SUST Stud., 12: 62-68.
- Haque, K.M.M. and U.N. Khanam, 2010. Equitable total coloring of Goldberg Snaks and its related graphs. SUST Stud., 12: 48-51.
- Yuansheng, Y., X. Yue, X. Xirong, M. Xinhong and K.M.M. Haque, 2009. edge-magic labelings of book graphs Bn. Ars. Combinat., 93: 431-438.
- Xi, Y., Y. Yang, Mominul and L. Wang, 2008. Super vertex-magic total labelings of W3, n. Ars. Combinat., 86: 121-128.
- Xirong, X., Y. Yuansheng, X. Yue, K.M.M. Haque and S. Lixin, 2007. Super edge-magic labelings of generalized Petersen graphs P (n, 3). Ars. Combinat., 85: 19-31.
- Yuansheng, Y., X. Xirong, X. Yue, L. Huijun and K.M.M. Haque, 2006. The graphs C(t)7 are graceful for t = 0,1, (mod 4)". Ars. Combinat., 79: 361-368.