My collaborators are from Australia, Canada, Indonesia, Slovakia, Taiwan and USA. Here is my Research Statement.
Research Papers
14. N. H. Bong, J. Carlson, B. Curtis, R. Haas, and L. Hogben, “\hyperlink{NB-R4-Isomorphisms-and-Properties-of-TAR-Graphs.pdf.1}{Isomorphisms and properties of TAR graphs for zero forcing and other X-set parameters}”, Graph and Combinatorics 39, 86 (2023).
13. N. Benakli, N. H. Bong, S. Dueck, L. Eroh, B. Novick and O. Oellermann, “The threshold strong dimension of a graph”, Discrete Mathematics 344 (7) (2021) 112402.
12. N. H. Bong and Y. Lin, “Some properties of the multiset dimension of graphs”, Electronic Journal of Graph Theory and Application 9 (1) (2021).
11. M. Baca, N. H. Bong, A. Semanicova-Fenovcikova, Kiki A. Sugeng and T. Wang, “Local face antimagic evaluations and coloring of plane graphs”, Fundamenta Informaticae 175 (2020), 1-17.
10. N. H. Bong, Y. Lin, and Slamin, “On inclusive and non-inclusive vertex irregular d-distance vertex labelling”, JCMCC, accepted (2019).
9. N. H. Bong, Y. Lin, and Slamin, “On distance irregular labelling on cycles and wheels”, The Australasian Journal of Combinatorics 69 (3) (2017), 315-322.
8. N. H. Bong, M. Miller, J. Ryan, K.A. Sugeng, “MaxDDBS Problem on Butterfly Networks”, The Australasian Journal of Combinatorics 68 (2017), 245-264.
7. N. H. Bong, “Some new upper bounds of {C3, C4}”, AKCE International Journal of Graphs and Combinatorics 14 (3) (2017), 251-260.
6. N. H. Bong, M. Miller, J. Ryan, K.A. Sugeng, “MaxDDBS Problem on Benes Networks”, Special issue Journal of Interconnection Networks 17 (3 & 4) (2017), 1741003.
5. K. A. Sugeng and N. H. Bong, “Vertex -Antimagic Total Labeling on Circulant Graph”, Special issue of JIMS (2011), 79-88.
4. K. A. Sugeng, B. N. Herawati, M. Miller and M. Baca, “On Magicness and Antimagicness of the Union of 4-Regular Circulant Graphs”, The Australasian Journal of Combinatorics, Vol. 50 (2011).
3. B. N. Herawati, K. Sugeng ” On (a,d)-Vertex Antimagic Labeling of Circulant Graphs”. Proceedings of the 5th IMT GT, ICMSA 2009, Bukittinggi, Indonesia.
2. R. Silaban, A. Parestu, B. N. Herawati, K.A. Sugeng, Slamin, “Vertex magic total labeling of Disjoint Union of Petersen Graphs and Disjoint union of Circulant Graphs”, JCMCC 11 (2009), 71
1. Sepang, P.A. Wibowo, B.N. Herawati, K.A. Sugeng, “Super Edge Magic Total Labeling on Unicyclic Graphs”, Jurnal Makara, Seri Sains, Vol. 12 (2008), 31-36.
Book Chapters
N. Benakli, N. H. Bong, S. Dueck, B. Novick and O. Oellermann, The threshold dimension and threshold strong dimension of a graph: A Survey. In Research Trends in Graph Theory and Applications, Springer (2021), 73-98.
Article in preparation
1. N. H. Bong and I. Singgih, “EMT for (n,t)-tadpoles”, (2021+)
2. N. Benakli, N.H. Bong, L. Eroh and B. Novick, “Threshold strong dimension on trees”, in preparation.
