Browsing by Author DONG Fengming

Or, select a letter below to browse by last name
0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
Showing results 1 to 20 of 41  next >
Issue DateTitleAuthor(s)
2022Anti-Ramsey numbers for trees in complete multi-partite graphsZhang, Meiqiao; Dong, F. M. 
Nov-2008Bounds for the real zeros of chromatic polynomialsDong, F. M. ; Koh, Khee Meng
2012A characterisation of cycle-disjoint graphs with unique minimum weakly connected dominating setKoh, Khee Meng; Ting, T. S.; Dong, F. M. 
2011Chromatic roots of a ring of four cliquesDong, F. M. ; Royle, Gordon; Wagner, Dave
2004Chromatically unique multibridge graphsDong, F. M. ; Teo, Kee Leong; Little, Charles H. C.; Hendy, Michael; Koh, Khee Meng
2022Counting spanning trees in a complete bipartite graph which contain a given spanning forestDong, F. M. ; Ge, Jun
2021DP color functions versus chromatic polynomialsDong, F. M. ; Yang, Yan
2022Express the number of spanning trees in term of degreesDong, F. M. ; Ge, Jun; Ouyang, Zhangdong
2018From G-parking functions to B-parking functionsDong, F. M. 
2004Graph-functions associated with an edge-propertyDong, F. M. ; Hendy, Michael; Teo, Kee Leong; Little, Charles H. C.
2010Lower bound on the weakly connected domination number of a cycledisjoint graphKoh, Khee Meng; Ting, T. S.; Xu, Z. L.; Dong, F. M. 
May-2006Mathematical problem solving for integrated programme studentsTay, Eng Guan ; Quek, Khiok Seng; Dong, F. M. ; Lee, Tuo Yeong; Lim-Teo, Suat Khoh; Toh, Tin Lam ; Ho, Foo Him
2021The maximal 1-planarity and crossing numbers of graphsOuyang, Zhangdong; Huang, Yuanqiu; Dong, F. M. 
2019New expressions for order polynomials and chromatic polynomialsDong, F. M. 
2022New upper bounds for the crossing numbers of crossing-critical graphsDing, Zhongpeng; Ouyang, Zhangdong; Huang, Yuanqiu; Dong, F. M. 
2017A note on distance spectral radius of treesWang, Yanna; Xing, Rundan; Zhou, Bo; Dong, F. M. 
2006On graphs having no chromatic zeros in (1, 2)Dong, F. M. ; Koh, Khee Meng
2015On graphs having no flow roots in the Interval (1, 2)Dong, F. M. 
2018On graphs whose flow polynomials have real roots onlyDong, F. M. 
2020On nonfeasible edge sets in matching-covered graphsZhao, Xiao; Dong, F. M. ; Chen, Sheng