Research

My general research interest is in combinatorics with particular emphasis in graph theory, coding theory and matroids.  My current research uses algebraic techniques to answer graph theoretical and combinatorial problems. Previously, I have worked on modelling a virus disease, optimal transportation problems, symmetry breaking in graphs and matroids and on G-graphs which like Cayley graphs are graphs from groups. My PhD research is on two related themes; the k-independence number of a graph and graph toughness. Going forward, I plan to explore further relations between graphs and coding theory. I am also interested in interdisciplinary research where one can apply graph theory in studying social justice-related topics. I have a number of research proposals in that regard, you can link up for possible collaborations.