Novi Bong

Novi Bong

Assistant Professor
 

Office: 313 Ewing Hall

Research

My general research interest is in the area of combinatorics (graph theory) and algebra. My first exposure to research is through graph labeling when I was an undergraduate student. During my PhD, I worked in the area of extremal graph theory on Tur´an type problem and also maximum degree diameter subgraphs, which is a variation of the classic degree diameter problem. My current active research project is related to the variant of dimension problems, both strong dimension and multiset dimension, and graph labellings. The technique that I have been using the most is the construction technique. Last year, I joined the community of the Inverse Eigenvalue problem on graph theory, where I have the opportunity to explore more on spectral graph theory and zero forcing number.

Resources and Links